open source pkg v1

This commit is contained in:
Vijay Yadev
2020-08-04 19:12:31 -04:00
parent bef213dba9
commit c389fc2c47
3708 changed files with 1624220 additions and 1 deletions

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// Copyright (C) 2015 Davis E. King (davis@dlib.net)
// License: Boost Software License See LICENSE.txt for the full license.
#ifndef DLIB_DNn_INPUT_H_
#define DLIB_DNn_INPUT_H_
#include "input_abstract.h"
#include "../matrix.h"
#include "../array2d.h"
#include "../pixel.h"
#include "../image_processing.h"
#include <sstream>
#include <array>
#include "../cuda/tensor_tools.h"
namespace dlib
{
// ----------------------------------------------------------------------------------------
template <typename T>
class input
{
const static bool always_false = sizeof(T)!=sizeof(T);
static_assert(always_false, "Unsupported type given to input<>. input<> only supports "
"dlib::matrix and dlib::array2d objects.");
};
// ----------------------------------------------------------------------------------------
template <size_t NR, size_t NC=NR>
class input_rgb_image_sized;
class input_rgb_image
{
public:
typedef matrix<rgb_pixel> input_type;
input_rgb_image (
) :
avg_red(122.782),
avg_green(117.001),
avg_blue(104.298)
{
}
input_rgb_image (
float avg_red_,
float avg_green_,
float avg_blue_
) : avg_red(avg_red_), avg_green(avg_green_), avg_blue(avg_blue_)
{}
template <size_t NR, size_t NC>
inline input_rgb_image (
const input_rgb_image_sized<NR,NC>& item
);
float get_avg_red() const { return avg_red; }
float get_avg_green() const { return avg_green; }
float get_avg_blue() const { return avg_blue; }
bool image_contained_point ( const tensor& data, const point& p) const { return get_rect(data).contains(p); }
drectangle tensor_space_to_image_space ( const tensor& /*data*/, drectangle r) const { return r; }
drectangle image_space_to_tensor_space ( const tensor& /*data*/, double /*scale*/, drectangle r ) const { return r; }
template <typename forward_iterator>
void to_tensor (
forward_iterator ibegin,
forward_iterator iend,
resizable_tensor& data
) const
{
DLIB_CASSERT(std::distance(ibegin,iend) > 0);
const auto nr = ibegin->nr();
const auto nc = ibegin->nc();
// make sure all the input matrices have the same dimensions
for (auto i = ibegin; i != iend; ++i)
{
DLIB_CASSERT(i->nr()==nr && i->nc()==nc,
"\t input_rgb_image::to_tensor()"
<< "\n\t All matrices given to to_tensor() must have the same dimensions."
<< "\n\t nr: " << nr
<< "\n\t nc: " << nc
<< "\n\t i->nr(): " << i->nr()
<< "\n\t i->nc(): " << i->nc()
);
}
// initialize data to the right size to contain the stuff in the iterator range.
data.set_size(std::distance(ibegin,iend), 3, nr, nc);
const size_t offset = nr*nc;
auto ptr = data.host();
for (auto i = ibegin; i != iend; ++i)
{
for (long r = 0; r < nr; ++r)
{
for (long c = 0; c < nc; ++c)
{
rgb_pixel temp = (*i)(r,c);
auto p = ptr++;
*p = (temp.red-avg_red)/256.0;
p += offset;
*p = (temp.green-avg_green)/256.0;
p += offset;
*p = (temp.blue-avg_blue)/256.0;
p += offset;
}
}
ptr += offset*(data.k()-1);
}
}
friend void serialize(const input_rgb_image& item, std::ostream& out)
{
serialize("input_rgb_image", out);
serialize(item.avg_red, out);
serialize(item.avg_green, out);
serialize(item.avg_blue, out);
}
friend void deserialize(input_rgb_image& item, std::istream& in)
{
std::string version;
deserialize(version, in);
if (version != "input_rgb_image" && version != "input_rgb_image_sized")
throw serialization_error("Unexpected version found while deserializing dlib::input_rgb_image.");
deserialize(item.avg_red, in);
deserialize(item.avg_green, in);
deserialize(item.avg_blue, in);
// read and discard the sizes if this was really a sized input layer.
if (version == "input_rgb_image_sized")
{
size_t nr, nc;
deserialize(nr, in);
deserialize(nc, in);
}
}
friend std::ostream& operator<<(std::ostream& out, const input_rgb_image& item)
{
out << "input_rgb_image("<<item.avg_red<<","<<item.avg_green<<","<<item.avg_blue<<")";
return out;
}
friend void to_xml(const input_rgb_image& item, std::ostream& out)
{
out << "<input_rgb_image r='"<<item.avg_red<<"' g='"<<item.avg_green<<"' b='"<<item.avg_blue<<"'/>";
}
private:
float avg_red;
float avg_green;
float avg_blue;
};
// ----------------------------------------------------------------------------------------
template <size_t NR, size_t NC>
class input_rgb_image_sized
{
public:
static_assert(NR != 0 && NC != 0, "The input image can't be empty.");
typedef matrix<rgb_pixel> input_type;
input_rgb_image_sized (
) :
avg_red(122.782),
avg_green(117.001),
avg_blue(104.298)
{
}
input_rgb_image_sized (
const input_rgb_image& item
) : avg_red(item.get_avg_red()),
avg_green(item.get_avg_green()),
avg_blue(item.get_avg_blue())
{}
input_rgb_image_sized (
float avg_red_,
float avg_green_,
float avg_blue_
) : avg_red(avg_red_), avg_green(avg_green_), avg_blue(avg_blue_)
{}
float get_avg_red() const { return avg_red; }
float get_avg_green() const { return avg_green; }
float get_avg_blue() const { return avg_blue; }
bool image_contained_point ( const tensor& data, const point& p) const { return get_rect(data).contains(p); }
drectangle tensor_space_to_image_space ( const tensor& /*data*/, drectangle r) const { return r; }
drectangle image_space_to_tensor_space ( const tensor& /*data*/, double /*scale*/, drectangle r ) const { return r; }
template <typename forward_iterator>
void to_tensor (
forward_iterator ibegin,
forward_iterator iend,
resizable_tensor& data
) const
{
DLIB_CASSERT(std::distance(ibegin,iend) > 0);
// make sure all input images have the correct size
for (auto i = ibegin; i != iend; ++i)
{
DLIB_CASSERT(i->nr()==NR && i->nc()==NC,
"\t input_rgb_image_sized::to_tensor()"
<< "\n\t All input images must have "<<NR<<" rows and "<<NC<< " columns, but we got one with "<<i->nr()<<" rows and "<<i->nc()<<" columns."
);
}
// initialize data to the right size to contain the stuff in the iterator range.
data.set_size(std::distance(ibegin,iend), 3, NR, NC);
const size_t offset = NR*NC;
auto ptr = data.host();
for (auto i = ibegin; i != iend; ++i)
{
for (size_t r = 0; r < NR; ++r)
{
for (size_t c = 0; c < NC; ++c)
{
rgb_pixel temp = (*i)(r,c);
auto p = ptr++;
*p = (temp.red-avg_red)/256.0;
p += offset;
*p = (temp.green-avg_green)/256.0;
p += offset;
*p = (temp.blue-avg_blue)/256.0;
p += offset;
}
}
ptr += offset*(data.k()-1);
}
}
friend void serialize(const input_rgb_image_sized& item, std::ostream& out)
{
serialize("input_rgb_image_sized", out);
serialize(item.avg_red, out);
serialize(item.avg_green, out);
serialize(item.avg_blue, out);
serialize(NR, out);
serialize(NC, out);
}
friend void deserialize(input_rgb_image_sized& item, std::istream& in)
{
std::string version;
deserialize(version, in);
if (version != "input_rgb_image_sized")
throw serialization_error("Unexpected version found while deserializing dlib::input_rgb_image_sized.");
deserialize(item.avg_red, in);
deserialize(item.avg_green, in);
deserialize(item.avg_blue, in);
size_t nr, nc;
deserialize(nr, in);
deserialize(nc, in);
if (nr != NR || nc != NC)
{
std::ostringstream sout;
sout << "Wrong image dimensions found while deserializing dlib::input_rgb_image_sized.\n";
sout << "Expected "<<NR<<" rows and "<<NC<< " columns, but found "<<nr<<" rows and "<<nc<<" columns.";
throw serialization_error(sout.str());
}
}
friend std::ostream& operator<<(std::ostream& out, const input_rgb_image_sized& item)
{
out << "input_rgb_image_sized("<<item.avg_red<<","<<item.avg_green<<","<<item.avg_blue<<") nr="<<NR<<" nc="<<NC;
return out;
}
friend void to_xml(const input_rgb_image_sized& item, std::ostream& out)
{
out << "<input_rgb_image_sized r='"<<item.avg_red<<"' g='"<<item.avg_green<<"' b='"<<item.avg_blue<<"' nr='"<<NR<<"' nc='"<<NC<<"'/>";
}
private:
float avg_red;
float avg_green;
float avg_blue;
};
// ----------------------------------------------------------------------------------------
template <size_t NR, size_t NC>
input_rgb_image::
input_rgb_image (
const input_rgb_image_sized<NR,NC>& item
) : avg_red(item.get_avg_red()),
avg_green(item.get_avg_green()),
avg_blue(item.get_avg_blue())
{}
// ----------------------------------------------------------------------------------------
template <typename T, long NR, long NC, typename MM, typename L>
class input<matrix<T,NR,NC,MM,L>>
{
public:
typedef matrix<T,NR,NC,MM,L> input_type;
input() {}
input(const input&) {}
template <typename mm>
input(const input<array2d<T,mm>>&) {}
bool image_contained_point ( const tensor& data, const point& p) const { return get_rect(data).contains(p); }
drectangle tensor_space_to_image_space ( const tensor& /*data*/, drectangle r) const { return r; }
drectangle image_space_to_tensor_space ( const tensor& /*data*/, double /*scale*/, drectangle r ) const { return r; }
template <typename forward_iterator>
void to_tensor (
forward_iterator ibegin,
forward_iterator iend,
resizable_tensor& data
) const
{
DLIB_CASSERT(std::distance(ibegin,iend) > 0);
const auto nr = ibegin->nr();
const auto nc = ibegin->nc();
// make sure all the input matrices have the same dimensions
for (auto i = ibegin; i != iend; ++i)
{
DLIB_CASSERT(i->nr()==nr && i->nc()==nc,
"\t input::to_tensor()"
<< "\n\t All matrices given to to_tensor() must have the same dimensions."
<< "\n\t nr: " << nr
<< "\n\t nc: " << nc
<< "\n\t i->nr(): " << i->nr()
<< "\n\t i->nc(): " << i->nc()
);
}
// initialize data to the right size to contain the stuff in the iterator range.
data.set_size(std::distance(ibegin,iend), pixel_traits<T>::num, nr, nc);
typedef typename pixel_traits<T>::basic_pixel_type bptype;
const size_t offset = nr*nc;
auto ptr = data.host();
for (auto i = ibegin; i != iend; ++i)
{
for (long r = 0; r < nr; ++r)
{
for (long c = 0; c < nc; ++c)
{
auto temp = pixel_to_vector<float>((*i)(r,c));
auto p = ptr++;
for (long j = 0; j < temp.size(); ++j)
{
if (is_same_type<bptype,unsigned char>::value)
*p = temp(j)/256.0;
else
*p = temp(j);
p += offset;
}
}
}
ptr += offset*(data.k()-1);
}
}
friend void serialize(const input& /*item*/, std::ostream& out)
{
serialize("input<matrix>", out);
}
friend void deserialize(input& /*item*/, std::istream& in)
{
std::string version;
deserialize(version, in);
if (version != "input<matrix>")
throw serialization_error("Unexpected version found while deserializing dlib::input.");
}
friend std::ostream& operator<<(std::ostream& out, const input& /*item*/)
{
out << "input<matrix>";
return out;
}
friend void to_xml(const input& /*item*/, std::ostream& out)
{
out << "<input/>";
}
};
// ----------------------------------------------------------------------------------------
template <typename T, long NR, long NC, typename MM, typename L, size_t K>
class input<std::array<matrix<T,NR,NC,MM,L>,K>>
{
public:
typedef std::array<matrix<T,NR,NC,MM,L>,K> input_type;
input() {}
input(const input&) {}
bool image_contained_point ( const tensor& data, const point& p) const { return get_rect(data).contains(p); }
drectangle tensor_space_to_image_space ( const tensor& /*data*/, drectangle r) const { return r; }
drectangle image_space_to_tensor_space ( const tensor& /*data*/, double /*scale*/, drectangle r ) const { return r; }
template <typename forward_iterator>
void to_tensor (
forward_iterator ibegin,
forward_iterator iend,
resizable_tensor& data
) const
{
DLIB_CASSERT(std::distance(ibegin,iend) > 0);
DLIB_CASSERT(ibegin->size() != 0, "When using std::array<matrix> inputs you can't give 0 sized arrays.");
const auto nr = (*ibegin)[0].nr();
const auto nc = (*ibegin)[0].nc();
// make sure all the input matrices have the same dimensions
for (auto i = ibegin; i != iend; ++i)
{
for (size_t k = 0; k < K; ++k)
{
const auto& arr = *i;
DLIB_CASSERT(arr[k].nr()==nr && arr[k].nc()==nc,
"\t input::to_tensor()"
<< "\n\t When using std::array<matrix> as input, all matrices in a batch must have the same dimensions."
<< "\n\t nr: " << nr
<< "\n\t nc: " << nc
<< "\n\t k: " << k
<< "\n\t arr[k].nr(): " << arr[k].nr()
<< "\n\t arr[k].nc(): " << arr[k].nc()
);
}
}
// initialize data to the right size to contain the stuff in the iterator range.
data.set_size(std::distance(ibegin,iend), K, nr, nc);
auto ptr = data.host();
for (auto i = ibegin; i != iend; ++i)
{
for (size_t k = 0; k < K; ++k)
{
for (long r = 0; r < nr; ++r)
{
for (long c = 0; c < nc; ++c)
{
if (is_same_type<T,unsigned char>::value)
*ptr++ = (*i)[k](r,c)/256.0;
else
*ptr++ = (*i)[k](r,c);
}
}
}
}
}
friend void serialize(const input& /*item*/, std::ostream& out)
{
serialize("input<array<matrix>>", out);
}
friend void deserialize(input& /*item*/, std::istream& in)
{
std::string version;
deserialize(version, in);
if (version != "input<array<matrix>>")
throw serialization_error("Unexpected version found while deserializing dlib::input<array<matrix>>.");
}
friend std::ostream& operator<<(std::ostream& out, const input& /*item*/)
{
out << "input<array<matrix>>";
return out;
}
friend void to_xml(const input& /*item*/, std::ostream& out)
{
out << "<input/>";
}
};
// ----------------------------------------------------------------------------------------
template <typename T, typename MM>
class input<array2d<T,MM>>
{
public:
typedef array2d<T,MM> input_type;
input() {}
input(const input&) {}
template <long NR, long NC, typename mm, typename L>
input(const input<matrix<T,NR,NC,mm,L>>&) {}
bool image_contained_point ( const tensor& data, const point& p) const { return get_rect(data).contains(p); }
drectangle tensor_space_to_image_space ( const tensor& /*data*/, drectangle r) const { return r; }
drectangle image_space_to_tensor_space ( const tensor& /*data*/, double /*scale*/, drectangle r ) const { return r; }
template <typename forward_iterator>
void to_tensor (
forward_iterator ibegin,
forward_iterator iend,
resizable_tensor& data
) const
{
DLIB_CASSERT(std::distance(ibegin,iend) > 0);
const auto nr = ibegin->nr();
const auto nc = ibegin->nc();
// make sure all the input matrices have the same dimensions
for (auto i = ibegin; i != iend; ++i)
{
DLIB_CASSERT(i->nr()==nr && i->nc()==nc,
"\t input::to_tensor()"
<< "\n\t All array2d objects given to to_tensor() must have the same dimensions."
<< "\n\t nr: " << nr
<< "\n\t nc: " << nc
<< "\n\t i->nr(): " << i->nr()
<< "\n\t i->nc(): " << i->nc()
);
}
// initialize data to the right size to contain the stuff in the iterator range.
data.set_size(std::distance(ibegin,iend), pixel_traits<T>::num, nr, nc);
typedef typename pixel_traits<T>::basic_pixel_type bptype;
const size_t offset = nr*nc;
auto ptr = data.host();
for (auto i = ibegin; i != iend; ++i)
{
for (long r = 0; r < nr; ++r)
{
for (long c = 0; c < nc; ++c)
{
auto temp = pixel_to_vector<float>((*i)[r][c]);
auto p = ptr++;
for (long j = 0; j < temp.size(); ++j)
{
if (is_same_type<bptype,unsigned char>::value)
*p = temp(j)/256.0;
else
*p = temp(j);
p += offset;
}
}
}
ptr += offset*(data.k()-1);
}
}
friend void serialize(const input& item, std::ostream& out)
{
serialize("input<array2d>", out);
}
friend void deserialize(input& item, std::istream& in)
{
std::string version;
deserialize(version, in);
if (version != "input<array2d>")
throw serialization_error("Unexpected version found while deserializing dlib::input.");
}
friend std::ostream& operator<<(std::ostream& out, const input& item)
{
out << "input<array2d>";
return out;
}
friend void to_xml(const input& item, std::ostream& out)
{
out << "<input/>";
}
};
// ----------------------------------------------------------------------------------------
template <typename PYRAMID_TYPE>
class input_rgb_image_pyramid
{
public:
typedef matrix<rgb_pixel> input_type;
typedef PYRAMID_TYPE pyramid_type;
input_rgb_image_pyramid (
) :
avg_red(122.782),
avg_green(117.001),
avg_blue(104.298)
{
}
input_rgb_image_pyramid (
float avg_red_,
float avg_green_,
float avg_blue_
) : avg_red(avg_red_), avg_green(avg_green_), avg_blue(avg_blue_)
{}
float get_avg_red() const { return avg_red; }
float get_avg_green() const { return avg_green; }
float get_avg_blue() const { return avg_blue; }
unsigned long get_pyramid_padding () const { return pyramid_padding; }
void set_pyramid_padding (unsigned long value) { pyramid_padding = value; }
unsigned long get_pyramid_outer_padding () const { return pyramid_outer_padding; }
void set_pyramid_outer_padding (unsigned long value) { pyramid_outer_padding = value; }
bool image_contained_point (
const tensor& data,
const point& p
) const
{
auto&& rects = any_cast<std::vector<rectangle>>(data.annotation());
DLIB_CASSERT(rects.size() > 0);
return rects[0].contains(p+rects[0].tl_corner());
}
drectangle tensor_space_to_image_space (
const tensor& data,
drectangle r
) const
{
auto&& rects = any_cast<std::vector<rectangle>>(data.annotation());
return tiled_pyramid_to_image<pyramid_type>(rects, r);
}
drectangle image_space_to_tensor_space (
const tensor& data,
double scale,
drectangle r
) const
{
DLIB_CASSERT(0 < scale && scale <= 1 , "scale: "<< scale);
auto&& rects = any_cast<std::vector<rectangle>>(data.annotation());
return image_to_tiled_pyramid<pyramid_type>(rects, scale, r);
}
template <typename forward_iterator>
void to_tensor (
forward_iterator ibegin,
forward_iterator iend,
resizable_tensor& data
) const
{
DLIB_CASSERT(std::distance(ibegin,iend) > 0);
auto nr = ibegin->nr();
auto nc = ibegin->nc();
// make sure all the input matrices have the same dimensions
for (auto i = ibegin; i != iend; ++i)
{
DLIB_CASSERT(i->nr()==nr && i->nc()==nc,
"\t input_rgb_image_pyramid::to_tensor()"
<< "\n\t All matrices given to to_tensor() must have the same dimensions."
<< "\n\t nr: " << nr
<< "\n\t nc: " << nc
<< "\n\t i->nr(): " << i->nr()
<< "\n\t i->nc(): " << i->nc()
);
}
long NR, NC;
pyramid_type pyr;
auto& rects = data.annotation().get<std::vector<rectangle>>();
impl::compute_tiled_image_pyramid_details(pyr, nr, nc, pyramid_padding, pyramid_outer_padding, rects, NR, NC);
// initialize data to the right size to contain the stuff in the iterator range.
data.set_size(std::distance(ibegin,iend), 3, NR, NC);
// We need to zero the image before doing the pyramid, since the pyramid
// creation code doesn't write to all parts of the image. We also take
// care to avoid triggering any device to hosts copies.
auto ptr = data.host_write_only();
for (size_t i = 0; i < data.size(); ++i)
ptr[i] = 0;
if (rects.size() == 0)
return;
// copy the first raw image into the top part of the tiled pyramid. We need to
// do this for each of the input images/samples in the tensor.
for (auto i = ibegin; i != iend; ++i)
{
auto& img = *i;
ptr += rects[0].top()*data.nc();
for (long r = 0; r < img.nr(); ++r)
{
auto p = ptr+rects[0].left();
for (long c = 0; c < img.nc(); ++c)
p[c] = (img(r,c).red-avg_red)/256.0;
ptr += data.nc();
}
ptr += data.nc()*(data.nr()-rects[0].bottom()-1);
ptr += rects[0].top()*data.nc();
for (long r = 0; r < img.nr(); ++r)
{
auto p = ptr+rects[0].left();
for (long c = 0; c < img.nc(); ++c)
p[c] = (img(r,c).green-avg_green)/256.0;
ptr += data.nc();
}
ptr += data.nc()*(data.nr()-rects[0].bottom()-1);
ptr += rects[0].top()*data.nc();
for (long r = 0; r < img.nr(); ++r)
{
auto p = ptr+rects[0].left();
for (long c = 0; c < img.nc(); ++c)
p[c] = (img(r,c).blue-avg_blue)/256.0;
ptr += data.nc();
}
ptr += data.nc()*(data.nr()-rects[0].bottom()-1);
}
// now build the image pyramid into data. This does the same thing as
// create_tiled_pyramid(), except we use the GPU if one is available.
for (size_t i = 1; i < rects.size(); ++i)
{
alias_tensor src(data.num_samples(),data.k(),rects[i-1].height(),rects[i-1].width());
alias_tensor dest(data.num_samples(),data.k(),rects[i].height(),rects[i].width());
auto asrc = src(data, data.nc()*rects[i-1].top() + rects[i-1].left());
auto adest = dest(data, data.nc()*rects[i].top() + rects[i].left());
tt::resize_bilinear(adest, data.nc(), data.nr()*data.nc(),
asrc, data.nc(), data.nr()*data.nc());
}
}
friend void serialize(const input_rgb_image_pyramid& item, std::ostream& out)
{
serialize("input_rgb_image_pyramid2", out);
serialize(item.avg_red, out);
serialize(item.avg_green, out);
serialize(item.avg_blue, out);
serialize(item.pyramid_padding, out);
serialize(item.pyramid_outer_padding, out);
}
friend void deserialize(input_rgb_image_pyramid& item, std::istream& in)
{
std::string version;
deserialize(version, in);
if (version != "input_rgb_image_pyramid" && version != "input_rgb_image_pyramid2")
throw serialization_error("Unexpected version found while deserializing dlib::input_rgb_image_pyramid.");
deserialize(item.avg_red, in);
deserialize(item.avg_green, in);
deserialize(item.avg_blue, in);
if (version == "input_rgb_image_pyramid2")
{
deserialize(item.pyramid_padding, in);
deserialize(item.pyramid_outer_padding, in);
}
else
{
item.pyramid_padding = 10;
item.pyramid_outer_padding = 11;
}
}
friend std::ostream& operator<<(std::ostream& out, const input_rgb_image_pyramid& item)
{
out << "input_rgb_image_pyramid("<<item.avg_red<<","<<item.avg_green<<","<<item.avg_blue<<")";
out << " pyramid_padding="<<item.pyramid_padding;
out << " pyramid_outer_padding="<<item.pyramid_outer_padding;
return out;
}
friend void to_xml(const input_rgb_image_pyramid& item, std::ostream& out)
{
out << "<input_rgb_image_pyramid r='"<<item.avg_red<<"' g='"<<item.avg_green
<<"' b='"<<item.avg_blue
<<"' pyramid_padding='"<<item.pyramid_padding
<<"' pyramid_outer_padding='"<<item.pyramid_outer_padding
<<"'/>";
}
private:
float avg_red;
float avg_green;
float avg_blue;
unsigned long pyramid_padding = 10;
unsigned long pyramid_outer_padding = 11;
};
// ----------------------------------------------------------------------------------------
}
#endif // DLIB_DNn_INPUT_H_

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// Copyright (C) 2015 Davis E. King (davis@dlib.net)
// License: Boost Software License See LICENSE.txt for the full license.
#undef DLIB_DNn_INPUT_ABSTRACT_H_
#ifdef DLIB_DNn_INPUT_ABSTRACT_H_
#include "../matrix.h"
#include "../pixel.h"
namespace dlib
{
// ----------------------------------------------------------------------------------------
class EXAMPLE_INPUT_LAYER
{
/*!
WHAT THIS OBJECT REPRESENTS
Each deep neural network model in dlib begins with an input layer. The job
of the input layer is to convert an input_type into a tensor. Nothing more
and nothing less.
Note that there is no dlib::EXAMPLE_INPUT_LAYER type. It is shown here
purely to document the interface that an input layer object must implement.
If you are using some kind of image or matrix object as your input_type
then you can use the provided dlib::input layer defined below. Otherwise,
you need to define your own custom input layer.
THREAD SAFETY
to_tensor() must be thread safe. That is, multiple threads must be able to
make calls to to_tensor() on a single instance of this object at the same
time.
!*/
public:
EXAMPLE_INPUT_LAYER(
);
/*!
ensures
- Default constructs this object. This function is not required to do
anything in particular but it must exist, that is, it is required that
layer objects be default constructable.
!*/
EXAMPLE_INPUT_LAYER (
const EXAMPLE_INPUT_LAYER& item
);
/*!
ensures
- EXAMPLE_INPUT_LAYER objects are copy constructable
!*/
EXAMPLE_INPUT_LAYER(
const some_other_input_layer_type& item
);
/*!
ensures
- Constructs this object from item. This form of constructor is optional
but it allows you to provide a conversion from one input layer type to
another. For example, the following code is valid only if my_input_layer2 can
be constructed from my_input_layer1:
relu<fc<relu<fc<my_input_layer1>>>> my_dnn1;
relu<fc<relu<fc<my_input_layer2>>>> my_dnn2(my_dnn1);
This kind of pattern is useful if you want to use one type of input layer
during training but a different type of layer during testing since it
allows you to easily convert between related deep neural network types.
!*/
typedef whatever_type_to_tensor_expects input_type;
template <typename forward_iterator>
void to_tensor (
forward_iterator ibegin,
forward_iterator iend,
resizable_tensor& data
) const;
/*!
requires
- [ibegin, iend) is an iterator range over input_type objects.
- std::distance(ibegin,iend) > 0
ensures
- Converts the iterator range into a tensor and stores it into #data.
- #data.num_samples()%distance(ibegin,iend) == 0.
Normally you would have #data.num_samples() == distance(ibegin,iend) but
you can also expand the output by some integer factor so long as the loss
you use can deal with it correctly.
- The data in the ith sample of #data corresponds to the input_type object
*(ibegin+i/sample_expansion_factor).
where sample_expansion_factor==#data.num_samples()/distance(ibegin,iend).
!*/
};
std::ostream& operator<<(std::ostream& out, const EXAMPLE_INPUT_LAYER& item);
/*!
print a string describing this layer.
!*/
void to_xml(const EXAMPLE_INPUT_LAYER& item, std::ostream& out);
/*!
This function is optional, but required if you want to print your networks with
net_to_xml(). Therefore, to_xml() prints a layer as XML.
!*/
void serialize(const EXAMPLE_INPUT_LAYER& item, std::ostream& out);
void deserialize(EXAMPLE_INPUT_LAYER& item, std::istream& in);
/*!
provides serialization support
!*/
// ----------------------------------------------------------------------------------------
template <
typename T
>
class input
{
/*!
REQUIREMENTS ON T
One of the following must be true:
- T is a matrix or array2d object and it must contain some kind of
pixel type. I.e. pixel_traits<T::type> must be defined.
- T is a std::array<matrix<U>> where U is any built in scalar type like
float, double, or unsigned char.
WHAT THIS OBJECT REPRESENTS
This is a basic input layer that simply copies images into a tensor.
!*/
public:
typedef T input_type;
template <typename forward_iterator>
void to_tensor (
forward_iterator ibegin,
forward_iterator iend,
resizable_tensor& data
) const;
/*!
requires
- [ibegin, iend) is an iterator range over input_type objects.
- std::distance(ibegin,iend) > 0
- The input range should contain image objects that all have the same
dimensions.
ensures
- Converts the iterator range into a tensor and stores it into #data. In
particular, if the input images have R rows, C columns, and K channels
(where K is given by pixel_traits::num or std::array::size() if
std::array inputs are used) then we will have:
- #data.num_samples() == std::distance(ibegin,iend)
- #data.nr() == R
- #data.nc() == C
- #data.k() == K
For example, a matrix<float,3,3> would turn into a tensor with 3 rows, 3
columns, and k()==1. Or a matrix<rgb_pixel,4,5> would turn into a tensor
with 4 rows, 5 columns, and k()==3 (since rgb_pixels have 3 channels).
Or a std::array<matrix<float,3,3>,5> would turn into a tensor with 3 rows
and columns, and k()==5 channels.
- If the input data contains pixels of type unsigned char, rgb_pixel, or
other pixel types with a basic_pixel_type of unsigned char then each
value written to the output tensor is first divided by 256.0 so that the
resulting outputs are all in the range [0,1].
!*/
// Provided for compatibility with input_rgb_image_pyramid's interface
bool image_contained_point ( const tensor& data, const point& p) const { return get_rect(data).contains(p); }
drectangle tensor_space_to_image_space ( const tensor& /*data*/, drectangle r) const { return r; }
drectangle image_space_to_tensor_space ( const tensor& /*data*/, double /*scale*/, drectangle r ) const { return r; }
};
// ----------------------------------------------------------------------------------------
class input_rgb_image
{
/*!
WHAT THIS OBJECT REPRESENTS
This input layer works with RGB images of type matrix<rgb_pixel>. It is
very similar to the dlib::input layer except that it allows you to subtract
the average color value from each color channel when converting an image to
a tensor.
!*/
public:
typedef matrix<rgb_pixel> input_type;
input_rgb_image (
);
/*!
ensures
- #get_avg_red() == 122.782
- #get_avg_green() == 117.001
- #get_avg_blue() == 104.298
!*/
input_rgb_image (
float avg_red,
float avg_green,
float avg_blue
);
/*!
ensures
- #get_avg_red() == avg_red
- #get_avg_green() == avg_green
- #get_avg_blue() == avg_blue
!*/
float get_avg_red(
) const;
/*!
ensures
- returns the value subtracted from the red color channel.
!*/
float get_avg_green(
) const;
/*!
ensures
- returns the value subtracted from the green color channel.
!*/
float get_avg_blue(
) const;
/*!
ensures
- returns the value subtracted from the blue color channel.
!*/
template <typename forward_iterator>
void to_tensor (
forward_iterator ibegin,
forward_iterator iend,
resizable_tensor& data
) const;
/*!
requires
- [ibegin, iend) is an iterator range over input_type objects.
- std::distance(ibegin,iend) > 0
- The input range should contain images that all have the same
dimensions.
ensures
- Converts the iterator range into a tensor and stores it into #data. In
particular, if the input images have R rows, C columns then we will have:
- #data.num_samples() == std::distance(ibegin,iend)
- #data.nr() == R
- #data.nc() == C
- #data.k() == 3
Moreover, each color channel is normalized by having its average value
subtracted (according to get_avg_red(), get_avg_green(), or
get_avg_blue()) and then is divided by 256.0.
!*/
// Provided for compatibility with input_rgb_image_pyramid's interface
bool image_contained_point ( const tensor& data, const point& p) const { return get_rect(data).contains(p); }
drectangle tensor_space_to_image_space ( const tensor& /*data*/, drectangle r) const { return r; }
drectangle image_space_to_tensor_space ( const tensor& /*data*/, double /*scale*/, drectangle r ) const { return r; }
};
// ----------------------------------------------------------------------------------------
template <size_t NR, size_t NC=NR>
class input_rgb_image_sized
{
/*!
WHAT THIS OBJECT REPRESENTS
This layer has an interface and behavior identical to input_rgb_image
except that it requires input images to have NR rows and NC columns. This
is checked by a DLIB_CASSERT inside to_tensor().
You can also convert between input_rgb_image and input_rgb_image_sized by
copy construction or assignment.
!*/
};
// ----------------------------------------------------------------------------------------
template <
typename PYRAMID_TYPE
>
class input_rgb_image_pyramid
{
/*!
REQUIREMENTS ON PYRAMID_TYPE
PYRAMID_TYPE must be an instance of the dlib::pyramid_down template.
WHAT THIS OBJECT REPRESENTS
This input layer works with RGB images of type matrix<rgb_pixel>. It is
identical to input_rgb_image except that it outputs a tensor containing a
tiled image pyramid of each input image rather than a simple copy of each
image. The tiled image pyramid is created using create_tiled_pyramid().
!*/
public:
typedef matrix<rgb_pixel> input_type;
typedef PYRAMID_TYPE pyramid_type;
input_rgb_image_pyramid (
);
/*!
ensures
- #get_avg_red() == 122.782
- #get_avg_green() == 117.001
- #get_avg_blue() == 104.298
- #get_pyramid_padding() == 10
- #get_pyramid_outer_padding() == 11
!*/
input_rgb_image_pyramid (
float avg_red,
float avg_green,
float avg_blue
);
/*!
ensures
- #get_avg_red() == avg_red
- #get_avg_green() == avg_green
- #get_avg_blue() == avg_blue
- #get_pyramid_padding() == 10
- #get_pyramid_outer_padding() == 11
!*/
float get_avg_red(
) const;
/*!
ensures
- returns the value subtracted from the red color channel.
!*/
float get_avg_green(
) const;
/*!
ensures
- returns the value subtracted from the green color channel.
!*/
float get_avg_blue(
) const;
/*!
ensures
- returns the value subtracted from the blue color channel.
!*/
unsigned long get_pyramid_padding (
) const;
/*!
ensures
- When this object creates a pyramid it will call create_tiled_pyramid() and
set create_tiled_pyramid's pyramid_padding parameter to get_pyramid_padding().
!*/
void set_pyramid_padding (
unsigned long value
);
/*!
ensures
- #get_pyramid_padding() == value
!*/
unsigned long get_pyramid_outer_padding (
) const;
/*!
ensures
- When this object creates a pyramid it will call create_tiled_pyramid()
and set create_tiled_pyramid's pyramid_outer_padding parameter to
get_pyramid_outer_padding().
!*/
void set_pyramid_outer_padding (
unsigned long value
);
/*!
ensures
- #get_pyramid_outer_padding() == value
!*/
template <typename forward_iterator>
void to_tensor (
forward_iterator ibegin,
forward_iterator iend,
resizable_tensor& data
) const;
/*!
requires
- [ibegin, iend) is an iterator range over input_type objects.
- std::distance(ibegin,iend) > 0
- The input range should contain images that all have the same
dimensions.
ensures
- Converts the iterator range into a tensor and stores it into #data. In
particular, we will have:
- #data.num_samples() == std::distance(ibegin,iend)
- #data.k() == 3
- Each sample in #data contains a tiled image pyramid of the
corresponding input image. The tiled pyramid is created by
create_tiled_pyramid().
Moreover, each color channel is normalized by having its average value
subtracted (according to get_avg_red(), get_avg_green(), or
get_avg_blue()) and then is divided by 256.0.
!*/
bool image_contained_point (
const tensor& data,
const point& p
) const;
/*!
requires
- data is a tensor that was produced by this->to_tensor()
ensures
- Since data is a tensor that is built from a bunch of identically sized
images, we can ask if those images were big enough to contain the point
p. This function returns the answer to that question.
!*/
drectangle image_space_to_tensor_space (
const tensor& data,
double scale,
drectangle r
) const;
/*!
requires
- data is a tensor that was produced by this->to_tensor()
- 0 < scale <= 1
ensures
- This function maps from to_tensor()'s input image space to its output
tensor space. Therefore, given that data is a tensor produced by
to_tensor(), image_space_to_tensor_space() allows you to ask for the
rectangle in data that corresponds to a rectangle in the original image
space.
Note that since the output tensor contains an image pyramid, there are
multiple points in the output tensor that correspond to any input
location. So you must also specify a scale so we know what level of the
pyramid is needed. So given a rectangle r in an input image, you can
ask, what rectangle in data corresponds to r when things are scale times
smaller? That rectangle is returned by this function.
- A scale of 1 means we don't move anywhere in the pyramid scale space relative
to the input image while smaller values of scale mean we move down the
pyramid.
!*/
drectangle tensor_space_to_image_space (
const tensor& data,
drectangle r
) const;
/*!
requires
- data is a tensor that was produced by this->to_tensor()
ensures
- This function maps from to_tensor()'s output tensor space to its input
image space. Therefore, given that data is a tensor produced by
to_tensor(), tensor_space_to_image_space() allows you to ask for the
rectangle in the input image that corresponds to a rectangle in data.
- It should be noted that this function isn't always an inverse of
image_space_to_tensor_space(). This is because you can ask
image_space_to_tensor_space() for the coordinates of points outside the input
image and they will be mapped to somewhere that doesn't have an inverse.
But for points actually inside the input image this function performs an
approximate inverse mapping. I.e. when image_contained_point(data,center(r))==true
there is an approximate inverse.
!*/
};
// ----------------------------------------------------------------------------------------
}
#endif // DLIB_DNn_INPUT_ABSTRACT_H_

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// Copyright (C) 2015 Davis E. King (davis@dlib.net)
// License: Boost Software License See LICENSE.txt for the full license.
#ifndef DLIB_DNn_SOLVERS_H_
#define DLIB_DNn_SOLVERS_H_
#include "solvers_abstract.h"
#include "../cuda/tensor.h"
#include <iostream>
#include "layers.h"
namespace dlib
{
class sgd
{
public:
explicit sgd(
float weight_decay_,
float momentum_ = 0.9
)
{
weight_decay = weight_decay_;
momentum = momentum_;
}
sgd(
) : sgd(0.0005, 0.9)
{
}
float get_momentum (
) const { return momentum; }
float get_weight_decay (
) const { return weight_decay; }
template <typename layer_type>
const tensor& operator() (
const float learning_rate,
const layer_type& l,
const tensor& params_grad
)
{
const tensor& params = l.get_layer_params();
DLIB_CASSERT(params.size() != 0);
if (v.size() == 0)
{
v.copy_size(params_grad);
v = 0;
}
const double lr = learning_rate*get_learning_rate_multiplier(l);
const double wd = weight_decay*get_weight_decay_multiplier(l);
//perform: v = momentum*mat(v) - wd*lr*mat(params) - lr*mat(params_grad);
tt::affine_transform(v, v, params, params_grad, momentum, -wd*lr, -lr);
return v;
}
template <unsigned long N>
const tensor& operator() (
const float learning_rate,
const fc_<N,FC_HAS_BIAS>& l,
const tensor& params_grad
)
{
update_considering_bias(learning_rate, l, params_grad, params_grad.size()-l.get_num_outputs());
return v;
}
template <
long _num_filters,
long _nr,
long _nc,
int _stride_y,
int _stride_x,
int _padding_y,
int _padding_x
>
const tensor& operator() (
const float learning_rate,
const con_<_num_filters,_nr,_nc,_stride_y,_stride_x,_padding_y,_padding_x>& l,
const tensor& params_grad
)
{
update_considering_bias(learning_rate, l, params_grad, params_grad.size()-l.num_filters());
return v;
}
template <
long _num_filters,
long _nr,
long _nc,
int _stride_y,
int _stride_x,
int _padding_y,
int _padding_x
>
const tensor& operator() (
const float learning_rate,
const cont_<_num_filters,_nr,_nc,_stride_y,_stride_x,_padding_y,_padding_x>& l,
const tensor& params_grad
)
{
update_considering_bias(learning_rate, l, params_grad, params_grad.size()-l.num_filters());
return v;
}
template < layer_mode mode >
const tensor& operator() (
const float learning_rate,
const bn_<mode>& l,
const tensor& params_grad
)
{
update_considering_bias(learning_rate, l, params_grad, params_grad.size()/2);
return v;
}
friend void serialize(const sgd& item, std::ostream& out)
{
serialize("sgd2", out);
serialize(item.v, out);
serialize(item.weight_decay, out);
serialize(item.momentum, out);
}
friend void deserialize(sgd& item, std::istream& in)
{
std::string version;
deserialize(version, in);
if (version != "sgd2")
throw serialization_error("Unexpected version found while deserializing dlib::sgd.");
deserialize(item.v, in);
deserialize(item.weight_decay, in);
deserialize(item.momentum, in);
}
friend std::ostream& operator<< (std::ostream& out, const sgd& item)
{
out << "sgd: weight_decay="<<item.get_weight_decay() << ", momentum="<<item.get_momentum();
return out;
}
private:
template <typename layer_type>
void update_considering_bias(
const float learning_rate,
const layer_type& l,
const tensor& params_grad,
unsigned long bias_offset
)
{
const tensor& params = l.get_layer_params();
DLIB_CASSERT(params.size() != 0);
if (v.size() == 0)
{
v.copy_size(params_grad);
v = 0;
}
double lr = learning_rate*get_learning_rate_multiplier(l);
double wd = weight_decay*get_weight_decay_multiplier(l);
//perform: v = momentum*mat(v) - wd*lr*mat(params) - lr*mat(params_grad);
if (l.get_bias_learning_rate_multiplier() == 1 && l.get_bias_weight_decay_multiplier() == 1)
{
tt::affine_transform(v, v, params, params_grad, momentum, -wd*lr, -lr);
}
else
{
tt::affine_transform_range(0, bias_offset, v, v, params, params_grad, momentum, -wd*lr, -lr);
// now update the biases but apply their multipliers
lr *= l.get_bias_learning_rate_multiplier();
wd *= l.get_bias_weight_decay_multiplier();
tt::affine_transform_range(bias_offset, v.size(), v, v, params, params_grad, momentum, -wd*lr, -lr);
}
}
resizable_tensor v;
float weight_decay;
float momentum;
};
// ----------------------------------------------------------------------------------------
class adam
{
public:
adam(
float weight_decay_,
float momentum1_,
float momentum2_
)
{
weight_decay = weight_decay_;
momentum1 = momentum1_;
momentum2 = momentum2_;
t = 0;
}
adam(
) : adam(0.0005, 0.9, 0.999)
{}
float get_momentum1 (
) const { return momentum1; }
float get_momentum2 (
) const { return momentum2; }
float get_weight_decay (
) const { return weight_decay; }
template <typename layer_type>
const tensor& operator() (
const float learning_rate,
const layer_type& l,
const tensor& params_grad
)
{
const tensor& params = l.get_layer_params();
DLIB_CASSERT(params.size() != 0);
if (v.size() == 0)
{
m.copy_size(params_grad);
m = 0;
v.copy_size(params_grad);
v = 0;
s.copy_size(params_grad);
}
++t;
tt::compute_adam_update(0, params.size(), s, m, v, t,
learning_rate*get_learning_rate_multiplier(l),
weight_decay*get_weight_decay_multiplier(l),
momentum1, momentum2, params, params_grad);
return s;
}
template <unsigned long N>
const tensor& operator() (
const float learning_rate,
const fc_<N,FC_HAS_BIAS>& l,
const tensor& params_grad
)
{
update_considering_bias(learning_rate, l, params_grad, params_grad.size()-l.get_num_outputs());
return s;
}
template <
long _num_filters,
long _nr,
long _nc,
int _stride_y,
int _stride_x,
int _padding_y,
int _padding_x
>
const tensor& operator() (
const float learning_rate,
const con_<_num_filters,_nr,_nc,_stride_y,_stride_x,_padding_y,_padding_x>& l,
const tensor& params_grad
)
{
update_considering_bias(learning_rate, l, params_grad, params_grad.size()-l.num_filters());
return s;
}
template <
long _num_filters,
long _nr,
long _nc,
int _stride_y,
int _stride_x,
int _padding_y,
int _padding_x
>
const tensor& operator() (
const float learning_rate,
const cont_<_num_filters,_nr,_nc,_stride_y,_stride_x,_padding_y,_padding_x>& l,
const tensor& params_grad
)
{
update_considering_bias(learning_rate, l, params_grad, params_grad.size()-l.num_filters());
return s;
}
template < layer_mode mode >
const tensor& operator() (
const float learning_rate,
const bn_<mode>& l,
const tensor& params_grad
)
{
update_considering_bias(learning_rate, l, params_grad, params_grad.size()/2);
return s;
}
friend void serialize(const adam& item, std::ostream& out)
{
serialize("adam2", out);
serialize(item.m, out);
serialize(item.v, out);
serialize(item.s, out);
serialize(item.weight_decay, out);
serialize(item.momentum1, out);
serialize(item.momentum2, out);
serialize(item.t, out);
}
friend void deserialize(adam& item, std::istream& in)
{
std::string version;
deserialize(version, in);
if (version != "adam2")
throw serialization_error("Unexpected version found while deserializing dlib::adam.");
deserialize(item.m, in);
deserialize(item.v, in);
deserialize(item.s, in);
deserialize(item.weight_decay, in);
deserialize(item.momentum1, in);
deserialize(item.momentum2, in);
deserialize(item.t, in);
}
friend std::ostream& operator<< (std::ostream& out, const adam& item)
{
out << "adam: weight_decay="<<item.get_weight_decay() << ", momentum1="<<item.get_momentum1() << ", momentum2="<<item.get_momentum2();
return out;
}
private:
template <typename layer_type>
void update_considering_bias(
const float learning_rate,
const layer_type& l,
const tensor& params_grad,
unsigned long bias_offset
)
{
const tensor& params = l.get_layer_params();
DLIB_CASSERT(params.size() != 0);
if (v.size() == 0)
{
m.copy_size(params_grad);
m = 0;
v.copy_size(params_grad);
v = 0;
s.copy_size(params_grad);
}
++t;
if (l.get_bias_learning_rate_multiplier() == 1 && l.get_bias_weight_decay_multiplier() == 1)
{
tt::compute_adam_update(0, params.size(), s, m, v, t,
learning_rate*get_learning_rate_multiplier(l),
weight_decay*get_weight_decay_multiplier(l),
momentum1, momentum2, params, params_grad);
}
else
{
tt::compute_adam_update(0, bias_offset, s, m, v, t,
learning_rate*get_learning_rate_multiplier(l),
weight_decay*get_weight_decay_multiplier(l),
momentum1, momentum2, params, params_grad);
tt::compute_adam_update(bias_offset, params.size(), s, m, v, t,
learning_rate*get_learning_rate_multiplier(l)*l.get_bias_learning_rate_multiplier(),
weight_decay*get_weight_decay_multiplier(l)*l.get_bias_weight_decay_multiplier(),
momentum1, momentum2, params, params_grad);
}
}
resizable_tensor m;
resizable_tensor v;
resizable_tensor s;
float weight_decay;
float momentum1;
float momentum2;
float t;
};
// ----------------------------------------------------------------------------------------
}
#endif // DLIB_DNn_SOLVERS_H_

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// Copyright (C) 2015 Davis E. King (davis@dlib.net)
// License: Boost Software License See LICENSE.txt for the full license.
#undef DLIB_DNn_SOLVERS_ABSTRACT_H_
#ifdef DLIB_DNn_SOLVERS_ABSTRACT_H_
#include "../cuda/tensor_abstract.h"
#include <iostream>
namespace dlib
{
// ----------------------------------------------------------------------------------------
// ----------------------------------------------------------------------------------------
// ----------------------------------------------------------------------------------------
class EXAMPLE_SOLVER
{
/*!
WHAT THIS OBJECT REPRESENTS
A solver defines the parameter update rule for a single layer in a deep
neural network. It takes a parameter gradient vector and the layer's
parameters and tells you how the parameters should be updated.
Importantly, each solver instance is used with only one layer in a network.
This allows us to define solvers that have per layer state, for example, a
solver may keep a momentum term and apply it to its update rule.
Note that there is no dlib::EXAMPLE_SOLVER type. It is shown here purely
to document the interface a solver object must implement.
!*/
public:
EXAMPLE_SOLVER(
);
template <typename layer_type>
const tensor& operator() (
const float learning_rate,
const layer_type& l,
const tensor& params_grad
)
/*!
requires
- l.get_layer_params().size() != 0
- have_same_dimensions(l.get_layer_params(), params_grad) == true.
- When this function is invoked on a particular solver instance, it is
always supplied with the same layer instance, l. That is, the solver is
allowed to remember things from one invocation to another and to assume
that it is being serially applied to optimize the same layer's
parameters.
ensures
- Returns a step vector V that is intended to be used to update the
parameters by adding V to l.get_layer_params().
- This function will use the given "learning rate" to compute V. How the
learning rate is used is solver dependent. But in general the learning
rate should be used to select the step size, i.e. to somehow determine
the magnitude of V.
!*/
};
void serialize(const EXAMPLE_SOLVER& item, std::ostream& out);
void deserialize(EXAMPLE_SOLVER& item, std::istream& in);
/*!
provides serialization support
!*/
std::ostream& operator<< (std::ostream& out, const EXAMPLE_SOLVER& item);
/*!
Prints the solver's name and parameters to out.
!*/
// ----------------------------------------------------------------------------------------
// ----------------------------------------------------------------------------------------
// ----------------------------------------------------------------------------------------
class sgd
{
/*!
WHAT THIS OBJECT REPRESENTS
This object implements the EXAMPLE_SOLVER interface defined above. It is a
basic stochastic gradient descent solver which uses momentum and weight
decay. In particular, it computes the update vector V according to:
V = momentum*V - weight_decay*learning_rate*l.get_layer_params() - learning_rate*params_grad;
Here V is a momentum term that is remembered by the solver from one
invocation of operator() to the next.
Note that the actual learning rate and weight decay used by the solver are
multiplied by the per layer multipliers. That is, the solver will call
get_learning_rate_multiplier(l) and get_weight_decay_multiplier(l) and
multiply these values with the nominal learning rate and weight decay,
respectively, to determine the values it will use during each step. It is
also overloaded to allow additional learning rate multipliers to be applied
to fc_ and con_ bias parameters.
!*/
public:
sgd(
);
/*!
ensures
- #get_weight_decay() == 0.0005
- #get_momentum() == 0.9
!*/
explicit sgd(
float weight_decay,
float momentum = 0.9
);
/*!
requires
- weight_decay >= 0
- momentum >= 0
ensures
- #get_weight_decay() == weight_decay
- #get_momentum() == momentum
!*/
float get_weight_decay () const;
float get_momentum () const;
};
void serialize(const sgd& item, std::ostream& out);
void deserialize(sgd& item, std::istream& in);
/*!
provides serialization support
!*/
std::ostream& operator<< (std::ostream& out, const sgd& item);
/*!
Prints the solver's name and parameters to out.
!*/
// ----------------------------------------------------------------------------------------
class adam
{
/*!
WHAT THIS OBJECT REPRESENTS
This object implements the EXAMPLE_SOLVER interface defined above. In
particular, it implements the ADAM parameter update method described in the
paper:
Kingma, Diederik P., and Jimmy Ba Adam. "A method for stochastic
optimization." International Conference on Learning Representation. 2015.
Note that the actual learning rate and weight decay used by the solver are
multiplied by the per layer multipliers. That is, the solver will call
get_learning_rate_multiplier(l) and get_weight_decay_multiplier(l) and
multiply these values with the nominal learning rate and weight decay,
respectively, to determine the values it will use during each step. It is
also overloaded to allow additional learning rate multipliers to be applied
to fc_ and con_ bias parameters.
!*/
public:
adam(
);
/*!
ensures
- #get_weight_decay() == 0.0005
- #get_momentum1() == 0.9
- #get_momentum2() == 0.999
!*/
adam(
float weight_decay,
float momentum1,
float momentum2
);
/*!
requires
- weight_decay >= 0
- 0 <= momentum1 < 1
- 0 <= momentum2 < 1
ensures
- #get_weight_decay() == weight_decay
- #get_momentum1() == momentum1
- #get_momentum2() == momentum2
!*/
float get_weight_decay () const;
float get_momentum1 () const;
float get_momentum2 () const;
};
void serialize(const adam& item, std::ostream& out);
void deserialize(adam& item, std::istream& in);
/*!
provides serialization support
!*/
std::ostream& operator<< (std::ostream& out, const adam& item);
/*!
Prints the solver's name and parameters to out.
!*/
// ----------------------------------------------------------------------------------------
}
#endif // DLIB_DNn_SOLVERS_ABSTRACT_H_

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// Copyright (C) 2015 Davis E. King (davis@dlib.net)
// License: Boost Software License See LICENSE.txt for the full license.
#undef DLIB_DNn_TRAINER_ABSTRACT_H_
#ifdef DLIB_DNn_TRAINER_ABSTRACT_H_
#include "core_abstract.h"
#include "solvers_abstract.h"
#include <vector>
#include <chrono>
namespace dlib
{
// ----------------------------------------------------------------------------------------
enum class force_flush_to_disk {
no = 0,
yes = 1
};
// ----------------------------------------------------------------------------------------
template <
typename net_type,
typename solver_type = sgd
>
class dnn_trainer
{
/*!
REQUIREMENTS ON net_type
- net_type is an add_loss_layer object.
REQUIREMENTS ON solver_type
- solver_type is an implementation of the EXAMPLE_SOLVER interface defined
in solvers_abstract.h
WHAT THIS OBJECT REPRESENTS
This object is a tool training a deep neural network. To use it you supply
a neural network type and a solver, then you call train() with your
training data and it will output a new network instance that has hopefully
learned something useful from your training data.
If you are compiling with CUDA then this object will use the GPU that is
currently selected (i.e. the one indicated by cudaGetDevice()) when
dnn_trainer is constructed. It will continue to use that device even if
you later change it by a call to cudaSetDevice().
EXCEPTIONS
If an exception is thrown by any part of the neural network during training
then the exception will be propagated out of the trainer to the user.
Moreover, the trainer instance will be unusable and should be destroyed.
!*/
public:
typedef typename net_type::training_label_type training_label_type;
typedef typename net_type::input_type input_type;
const static size_t num_computational_layers = net_type::num_computational_layers;
dnn_trainer() = delete;
dnn_trainer(const dnn_trainer&) = delete;
dnn_trainer& operator=(const dnn_trainer&) = delete;
dnn_trainer(
net_type& net,
const solver_type& solver = solver_type(),
const std::vector<int>& cuda_extra_devices = {}
);
/*!
requires
- for all valid i:
- 0 <= cuda_extra_devices[i] < dlib::cuda::get_num_devices()
ensures
- &#get_net() == &net
(i.e. The dnn_trainer holds a reference to net, it does not copy it.
Therefore, you must ensure net has a lifetime at least as long as the
dnn_trainer).
- #get_solvers() == a set of solvers that are all initialized with the
provided solver instance.
- #get_max_num_epochs() == 10000
- #get_mini_batch_size() == 128
- #get_learning_rate() == 1e-2
- #get_min_learning_rate() == 1e-5
- #get_iterations_without_progress_threshold() == 2000
- #get_test_iterations_without_progress_threshold() == 500
- #get_learning_rate_shrink_factor() == 0.1
- #get_learning_rate_schedule().size() == 0
- #get_train_one_step_calls() == 0
- #get_test_one_step_calls() == 0
- #get_synchronization_file() == ""
- if (cuda_extra_devices.size() > 0) then
- This object will use multiple graphics cards to run the learning
algorithms. In particular, it will always use whatever device is
currently selected on the calling thread (the device indicated by
cudaGetDevice()). In addition, you can ask to use additional
devices, which you do by putting their device numbers into
cuda_extra_devices.
!*/
net_type& get_net (
force_flush_to_disk force_flush = force_flush_to_disk::yes
);
/*!
ensures
- returns the neural network object used by this trainer. This is the
network that is optimized when you call train() or train_one_step().
Recall that the dnn_trainer doesn't contain the net_type object but
simply holds a reference to an external network which was provided to the
dnn_trainer's constructor.
- This function blocks until all threads inside the dnn_trainer have
stopped touching the net.
- If force_flush is yes, then this function will sync the trainer state to
disk if the current state hasn't already been synced to disk since the
last network modification.
!*/
const std::vector<solver_type>& get_solvers (
) const;
/*!
ensures
- returns the solvers used to optimize each layer of the neural network
get_net(). In particular, the first layer's solver is
get_solvers()[0], the second layer's solver is
get_solvers()[1], and so on.
- This function blocks until all threads inside the dnn_trainer have
stopped touching the net.
!*/
unsigned long get_mini_batch_size (
) const;
/*!
ensures
- During training, we call the network's update() routine over and over
with training data. The number of training samples we give to each call
to update is the "mini-batch size", which is defined by
get_mini_batch_size().
!*/
void set_mini_batch_size (
unsigned long batch_size
);
/*!
requires
- batch_size > 0
ensures
- #get_mini_batch_size() == batch_size
!*/
unsigned long get_max_num_epochs (
) const;
/*!
ensures
- train() will execute at most get_max_num_epochs() iterations over the
training data before returning.
!*/
void set_max_num_epochs (
unsigned long num
);
/*!
requires
- num > 0
ensures
- #get_max_num_epochs() == num
!*/
void set_learning_rate (
double lr
);
/*!
requires
- lr > 0
ensures
- #get_learning_rate() == lr
- #get_learning_rate_schedule().size() == 0
- This function blocks until all threads inside the dnn_trainer have
stopped touching the net.
!*/
double get_learning_rate(
) const;
/*!
ensures
- During each training step, a solver tells us how to modify the parameters
of each layer in the network. It does this by outputting a step vector
that, when added to the parameters, will hopefully result in improved
network performance. The learning rate is one of the inputs to the
solver and influences the size of this step vector. This function
returns the current learning rate, that is, the learning rate that will
be used during the next training step.
!*/
void set_min_learning_rate (
double lr
);
/*!
requires
- lr > 0
ensures
- #get_min_learning_rate() == lr
- #get_learning_rate_schedule().size() == 0
- This function blocks until all threads inside the dnn_trainer have
stopped touching the net.
!*/
double get_min_learning_rate (
) const;
/*!
ensures
- During training via this->train(), this object will test if progress is
still being made and if it isn't then it will reduce get_learning_rate()
by setting it to get_learning_rate()*get_learning_rate_shrink_factor().
However, it will not reduce it below get_min_learning_rate(). Once this
minimum learning rate is crossed the training will terminate.
- get_min_learning_rate() doesn't apply if you are using train_one_step().
You can keep calling train_one_step() as many times as you want and the
learning rate will drop infinitely close to 0 if you run long enough.
!*/
template <typename EXP>
void set_learning_rate_schedule (
const matrix_exp<EXP>& schedule
);
/*!
requires
- schedule.size() > 0
- min(schedule) > 0
ensures
- #get_learning_rate_schedule() == reshape_to_column_vector(schedule)
- #get_learning_rate() == schedule(0,0)
- #get_min_learning_rate() == min(schedule)
- #set_learning_rate_shrink_factor() == 1
!*/
const matrix<double,0,1>& get_learning_rate_schedule (
) const;
/*!
ensures
- if (this function returns a non-empty matrix) then
- This trainer will use an explicit learning rate schedule defined by
the learning rate values in get_learning_rate_schedule(). For
example, if get_learning_rate_schedule() returned {0.1, 0.09, 0.08,
0.07, 0.06} then the first training mini-batch would use a learning
rate of 0.1, then the next training mini-batch uses 0.09, and then
0.8, and so on until the end of the schedule is reached.
If you continue to run training after the end of the schedule has
been reached then the learning rate will be fixed to 0.99 times the
final value. So in our example, eventually the learning rate would
be fixed to 0.99*0.06. This allows you to test if we have reached the
end of the schedule by checking if get_learning_rate() >= 0.06.
!*/
unsigned long get_steps_without_progress (
) const;
/*!
ensures
- if (get_learning_rate_shrink_factor() != 1) then
- returns an estimate of how many mini-batches have executed without us
observing a statistically significant decrease in the training error.
- else
- returns 0
!*/
void set_iterations_without_progress_threshold (
unsigned long thresh
);
/*!
ensures
- #get_iterations_without_progress_threshold() == thresh
- #get_learning_rate_schedule().size() == 0
- This function blocks until all threads inside the dnn_trainer have
stopped touching the net.
!*/
unsigned long get_iterations_without_progress_threshold (
) const;
/*!
ensures
- This object monitors the progress of training and estimates if the
training error is being reduced. It does this by looking at the previous
get_iterations_without_progress_threshold() mini-batch results and
applying the statistical test defined by the running_gradient object to
see if the training error is getting smaller. If it isn't being reduced
then get_learning_rate() is made smaller by a factor of get_learning_rate_shrink_factor().
Therefore, get_iterations_without_progress_threshold() should always be
set to something sensibly large so that this test can be done with
reasonably high confidence. Think of this test as saying "if the loss
hasn't decreased for the previous get_iterations_without_progress_threshold()
then shrink the learning rate".
!*/
void set_learning_rate_shrink_factor (
double shrink
);
/*!
requires
- 0 < shrink && shrink <= 1
ensures
- #get_learning_rate_shrink_factor() == shrink
- #get_learning_rate_schedule().size() == 0
- This function blocks until all threads inside the dnn_trainer have
stopped touching the net.
!*/
double get_learning_rate_shrink_factor (
) const;
/*!
ensures
- Whenever the training routine thinks it isn't making progress anymore it
will reduce get_learning_rate() by multiplying it by get_learning_rate_shrink_factor().
- You can disable the automatic learning rate reduction by setting
get_learning_rate_shrink_factor() to 1.
!*/
unsigned long long get_train_one_step_calls (
) const;
/*!
ensures
- returns the number of times train_one_step() has been called.
!*/
unsigned long long get_test_one_step_calls (
) const;
/*!
ensures
- returns the number of times test_one_step() has been called.
!*/
void be_verbose (
);
/*!
ensures
- This object will print status messages to standard out so that a
user can observe the progress of the algorithm.
!*/
void be_quiet (
);
/*!
ensures
- This object will not print anything to standard out
!*/
void set_synchronization_file (
const std::string& filename,
std::chrono::seconds time_between_syncs = std::chrono::minutes(15)
);
/*!
ensures
- #get_synchronization_file() == filename
- While training is running, either via train() or repeated calls to
train_one_step(), this object will save its entire state, including the
state of get_net(), to disk in the file named filename every
time_between_syncs seconds.
- If the filename file already exists then the state of this trainer will
be loaded from that file by this call to set_synchronization_file().
This allows you to resume a training session which was previously
interrupted.
- It should be noted that when saving, the trainer will alternate between
saving to a file called filename and another file called filename+"_".
We do this because it's possible that your computer might crash (not
because of dlib, just in general) before the data is safely saved to
disk. This way, you will always have a backup file if the write to disk
gets corrupted or is incomplete. Moreover, when loading, we will always
load from the newest of the two possible files.
!*/
const std::string& get_synchronization_file (
);
/*!
ensures
- Returns the name of the file the dnn_trainer will periodically save it's
state to. If the return value is "" then synchronization is disabled.
!*/
void train (
const std::vector<input_type>& data,
const std::vector<training_label_type>& labels
);
/*!
requires
- data.size() == labels.size()
- data.size() > 0
- net_type uses a supervised loss.
i.e. net_type::training_label_type != no_label_type.
ensures
- Trains a supervised neural network based on the given training data.
The goal of training is to find the network parameters that minimize
get_net().compute_loss(data.begin(), data.end(), labels.begin()).
- The optimizer will run until get_learning_rate() < get_min_learning_rate()
or get_max_num_epochs() training epochs have been executed.
- Each layer in the network will be optimized by its corresponding solver
in get_solvers().
- Each call to train DOES NOT reinitialize the state of get_net() or
get_solvers(). That is, the existing state of the solvers and network is
the starting point for the optimization each time train() is called. In
particular, if you use the set_synchronization_file() method you can
resume an interrupted train() call by simply calling train() again and it
will pick up from the last synchronization point.
- You can obtain the average loss value during the final training epoch by
calling get_average_loss().
- This function blocks until all threads inside the dnn_trainer have
stopped touching the net.
!*/
void train (
const std::vector<input_type>& data
);
/*!
requires
- data.size() > 0
- net_type uses an unsupervised loss.
i.e. net_type::training_label_type == no_label_type.
ensures
- Trains an unsupervised neural network based on the given training data.
The goal of training is to find the network parameters that minimize
get_net().compute_loss(data.begin(), data.end()).
- The optimizer will run until get_learning_rate() < get_min_learning_rate()
or get_max_num_epochs() training epochs have been executed.
- Each layer in the network will be optimized by its corresponding solver
in get_solvers().
- Each call to train DOES NOT reinitialize the state of get_net() or
get_solvers(). That is, the existing state of the solvers and network is
the starting point for the optimization each time train() is called. In
particular, if you use the set_synchronization_file() method you can
resume an interrupted train() call by simply calling train() again and it
will pick up from the last synchronization point.
- You can obtain the average loss value during the final training epoch by
calling get_average_loss().
- This function blocks until all threads inside the dnn_trainer have
stopped touching the net.
!*/
void train_one_step (
const std::vector<input_type>& data,
const std::vector<training_label_type>& labels
);
/*!
requires
- data.size() == labels.size()
- data.size() > 0
- net_type uses a supervised loss.
i.e. net_type::training_label_type != no_label_type.
ensures
- Performs one stochastic gradient update step based on the mini-batch of
data and labels supplied to this function. In particular, calling
train_one_step() in a loop is equivalent to calling the train() method
defined above. However, train_one_step() allows you to stream data from
disk into the training process while train() requires you to first load
all the training data into RAM. Otherwise, these training methods are
equivalent.
- You can observe the current average loss value by calling get_average_loss().
- The network training will happen in another thread. Therefore, after
calling this function you should call get_net() before you touch the net
object from the calling thread to ensure no other threads are still
accessing the network.
- #get_train_one_step_calls() == get_train_one_step_calls() + 1.
!*/
template <
typename data_iterator,
typename label_iterator
>
void train_one_step (
data_iterator dbegin,
data_iterator dend,
label_iterator lbegin
);
/*!
requires
- std::advance(lbegin, std::distance(dbegin, dend) - 1) is dereferencable
- std::distance(dbegin, dend) > 0
- net_type uses a supervised loss.
i.e. net_type::training_label_type != no_label_type.
ensures
- Performs one stochastic gradient update step based on the mini-batch of
data and labels supplied to this function. In particular, calling
train_one_step() in a loop is equivalent to calling the train() method
defined above. However, train_one_step() allows you to stream data from
disk into the training process while train() requires you to first load
all the training data into RAM. Otherwise, these training methods are
equivalent.
- You can observe the current average loss value by calling get_average_loss().
- The network training will happen in another thread. Therefore, after
calling this function you should call get_net() before you touch the net
object from the calling thread to ensure no other threads are still
accessing the network.
- #get_train_one_step_calls() == get_train_one_step_calls() + 1.
!*/
void train_one_step (
const std::vector<input_type>& data
);
/*!
requires
- data.size() > 0
- net_type uses an unsupervised loss.
i.e. net_type::training_label_type == no_label_type.
ensures
- Performs one stochastic gradient update step based on the mini-batch of
data supplied to this function. In particular, calling train_one_step()
in a loop is equivalent to calling the train() method defined above.
However, train_one_step() allows you to stream data from disk into the
training process while train() requires you to first load all the
training data into RAM. Otherwise, these training methods are
equivalent.
- You can observe the current average loss value by calling get_average_loss().
- The network training will happen in another thread. Therefore, after
calling this function you should call get_net() before you touch the net
object from the calling thread to ensure no other threads are still
accessing the network.
- #get_train_one_step_calls() == get_train_one_step_calls() + 1.
!*/
template <
typename data_iterator
>
void train_one_step (
data_iterator dbegin,
data_iterator dend
);
/*!
requires
- std::distance(dbegin, dend) > 0
- net_type uses an unsupervised loss.
i.e. net_type::training_label_type == no_label_type.
ensures
- Performs one stochastic gradient update step based on the mini-batch of
data supplied to this function. In particular, calling train_one_step()
in a loop is equivalent to calling the train() method defined above.
However, train_one_step() allows you to stream data from disk into the
training process while train() requires you to first load all the
training data into RAM. Otherwise, these training methods are
equivalent.
- You can observe the current average loss value by calling get_average_loss().
- The network training will happen in another thread. Therefore, after
calling this function you should call get_net() before you touch the net
object from the calling thread to ensure no other threads are still
accessing the network.
- #get_train_one_step_calls() == get_train_one_step_calls() + 1.
!*/
double get_average_loss (
) const;
/*!
ensures
- returns the average loss value observed during previous calls to
train_one_step() or train(). That is, the average output of
net_type::update() during the previous mini-batch updates.
- Note that, if be_verbose() has been called, then this object will
automatically call clear_average_loss() periodically when it logs the
loss to the console.
- This function blocks until all threads inside the dnn_trainer have
stopped touching the net.
!*/
void clear_average_loss (
);
/*!
ensures
- #get_average_loss() == 0
- get_average_loss() uses a dlib::running_stats object to keep a running
average of the loss values seen during the previous mini-batch updates
applied during training. Calling clear_average_loss() resets the
running_stats object so it forgets about all previous loss values
observed.
- This function blocks until all threads inside the dnn_trainer have
stopped touching the net.
!*/
// ----------------------
double get_average_test_loss (
) const;
/*!
ensures
- returns the average loss value observed during previous calls to
test_one_step().
- This function blocks until all threads inside the dnn_trainer have
stopped touching the net.
!*/
void test_one_step (
const std::vector<input_type>& data,
const std::vector<training_label_type>& labels
);
/*!
requires
- data.size() == labels.size()
- data.size() > 0
- net_type uses a supervised loss.
i.e. net_type::training_label_type != no_label_type.
ensures
- Runs the given data through the network and computes and records the loss.
- This call does not modify network parameters. The point of
test_one_step() is two fold, to allow you to observe the accuracy of the
network on hold out data during training, and to allow the trainer to
automatically adjust the learning rate when the test loss stops
improving. It should be noted that you are not required to use
test_one_step() at all, but if you want to do this kind of thing it is
available.
- You can observe the current average loss value by calling get_average_test_loss().
- The computation will happen in another thread. Therefore, after calling
this function you should call get_net() before you touch the net object
from the calling thread to ensure no other threads are still accessing
the network.
- #get_test_one_step_calls() == get_test_one_step_calls() + 1.
!*/
template <
typename data_iterator,
typename label_iterator
>
void test_one_step (
data_iterator dbegin,
data_iterator dend,
label_iterator lbegin
);
/*!
requires
- std::advance(lbegin, std::distance(dbegin, dend) - 1) is dereferencable
- std::distance(dbegin, dend) > 0
- net_type uses a supervised loss.
i.e. net_type::training_label_type != no_label_type.
ensures
- Runs the given data through the network and computes and records the loss.
- This call does not modify network parameters. The point of
test_one_step() is two fold, to allow you to observe the accuracy of the
network on hold out data during training, and to allow the trainer to
automatically adjust the learning rate when the test loss stops
improving. It should be noted that you are not required to use
test_one_step() at all, but if you want to do this kind of thing it is
available.
- You can observe the current average loss value by calling get_average_test_loss().
- The computation will happen in another thread. Therefore, after calling
this function you should call get_net() before you touch the net object
from the calling thread to ensure no other threads are still accessing
the network.
- #get_test_one_step_calls() == get_test_one_step_calls() + 1.
!*/
void test_one_step (
const std::vector<input_type>& data
);
/*!
requires
- data.size() > 0
- net_type uses an unsupervised loss.
i.e. net_type::training_label_type == no_label_type.
ensures
- Runs the given data through the network and computes and records the loss.
- This call does not modify network parameters. The point of
test_one_step() is two fold, to allow you to observe the accuracy of the
network on hold out data during training, and to allow the trainer to
automatically adjust the learning rate when the test loss stops
improving. It should be noted that you are not required to use
test_one_step() at all, but if you want to do this kind of thing it is
available.
- You can observe the current average loss value by calling get_average_test_loss().
- The computation will happen in another thread. Therefore, after calling
this function you should call get_net() before you touch the net object
from the calling thread to ensure no other threads are still accessing
the network.
- #get_test_one_step_calls() == get_test_one_step_calls() + 1.
!*/
template <
typename data_iterator
>
void test_one_step (
data_iterator dbegin,
data_iterator dend
);
/*!
requires
- std::distance(dbegin, dend) > 0
- net_type uses an unsupervised loss.
i.e. net_type::training_label_type == no_label_type.
ensures
- Runs the given data through the network and computes and records the loss.
- This call does not modify network parameters. The point of
test_one_step() is two fold, to allow you to observe the accuracy of the
network on hold out data during training, and to allow the trainer to
automatically adjust the learning rate when the test loss stops
improving. It should be noted that you are not required to use
test_one_step() at all, but if you want to do this kind of thing it is
available.
- You can observe the current average loss value by calling get_average_test_loss().
- The computation will happen in another thread. Therefore, after calling
this function you should call get_net() before you touch the net object
from the calling thread to ensure no other threads are still accessing
the network.
- #get_test_one_step_calls() == get_test_one_step_calls() + 1.
!*/
void set_test_iterations_without_progress_threshold (
unsigned long thresh
);
/*!
ensures
- #get_test_iterations_without_progress_threshold() == thresh
- #get_learning_rate_schedule().size() == 0
- This function blocks until all threads inside the dnn_trainer have
stopped touching the net.
!*/
unsigned long get_test_iterations_without_progress_threshold (
) const;
/*!
ensures
- This object monitors the progress of training and estimates if the
testing error is being reduced. It does this by looking at the previous
get_test_iterations_without_progress_threshold() mini-batch results from
test_one_step() and applying the statistical test defined by the
running_gradient object to see if the testing error is getting smaller.
If it isn't being reduced then get_learning_rate() is made smaller by a
factor of get_learning_rate_shrink_factor().
Therefore, get_test_iterations_without_progress_threshold() should always be
set to something sensibly large so that this test can be done with
reasonably high confidence. Think of this test as saying "if the testing loss
hasn't decreased for the previous get_test_iterations_without_progress_threshold()
calls to test_one_step() then shrink the learning rate".
!*/
unsigned long get_test_steps_without_progress (
) const;
/*!
ensures
- if (get_learning_rate_shrink_factor() != 1) then
- returns an estimate of how many mini-batches have executed without us
observing a statistically significant decrease in the testing error
(i.e. the error on the data given to the trainer via test_one_step()
calls).
- else
- returns 0
!*/
};
// ----------------------------------------------------------------------------------------
template <
typename net_type,
typename solver_type
>
std::ostream& operator<< (
std::ostream& out,
dnn_trainer<net_type,solver_type>& trainer
);
/*!
ensures
- Prints a log of the current parameters of trainer to out.
!*/
// ----------------------------------------------------------------------------------------
}
#endif // DLIB_DNn_TRAINER_ABSTRACT_H_

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// Copyright (C) 2016 Davis E. King (davis@dlib.net)
// License: Boost Software License See LICENSE.txt for the full license.
#ifndef DLIB_DNn_UTILITIES_H_
#define DLIB_DNn_UTILITIES_H_
#include "core.h"
#include "utilities_abstract.h"
#include "../geometry.h"
#include <fstream>
namespace dlib
{
// ----------------------------------------------------------------------------------------
inline double log1pexp(double x)
{
using std::exp;
using namespace std; // Do this instead of using std::log1p because some compilers
// error out otherwise (E.g. gcc 4.9 in cygwin)
if (x <= -37)
return exp(x);
else if (-37 < x && x <= 18)
return log1p(exp(x));
else if (18 < x && x <= 33.3)
return x + exp(-x);
else
return x;
}
// ----------------------------------------------------------------------------------------
inline void randomize_parameters (
tensor& params,
unsigned long num_inputs_and_outputs,
dlib::rand& rnd
)
{
for (auto& val : params)
{
// Draw a random number to initialize the layer according to formula (16)
// from Understanding the difficulty of training deep feedforward neural
// networks by Xavier Glorot and Yoshua Bengio.
val = 2*rnd.get_random_float()-1;
val *= std::sqrt(6.0/(num_inputs_and_outputs));
}
}
// ----------------------------------------------------------------------------------------
namespace impl
{
class visitor_net_to_xml
{
public:
visitor_net_to_xml(std::ostream& out_) : out(out_) {}
template<typename input_layer_type>
void operator()(size_t idx, const input_layer_type& l)
{
out << "<layer idx='"<<idx<<"' type='input'>\n";
to_xml(l,out);
out << "</layer>\n";
}
template <typename T, typename U>
void operator()(size_t idx, const add_loss_layer<T,U>& l)
{
out << "<layer idx='"<<idx<<"' type='loss'>\n";
to_xml(l.loss_details(),out);
out << "</layer>\n";
}
template <typename T, typename U, typename E>
void operator()(size_t idx, const add_layer<T,U,E>& l)
{
out << "<layer idx='"<<idx<<"' type='comp'>\n";
to_xml(l.layer_details(),out);
out << "</layer>\n";
}
template <unsigned long ID, typename U, typename E>
void operator()(size_t idx, const add_tag_layer<ID,U,E>& l)
{
out << "<layer idx='"<<idx<<"' type='tag' id='"<<ID<<"'/>\n";
}
template <template<typename> class T, typename U>
void operator()(size_t idx, const add_skip_layer<T,U>& l)
{
out << "<layer idx='"<<idx<<"' type='skip' id='"<<(tag_id<T>::id)<<"'/>\n";
}
private:
std::ostream& out;
};
}
template <typename net_type>
void net_to_xml (
const net_type& net,
std::ostream& out
)
{
auto old_precision = out.precision(9);
out << "<net>\n";
visit_layers(net, impl::visitor_net_to_xml(out));
out << "</net>\n";
// restore the original stream precision.
out.precision(old_precision);
}
template <typename net_type>
void net_to_xml (
const net_type& net,
const std::string& filename
)
{
std::ofstream fout(filename);
net_to_xml(net, fout);
}
// ----------------------------------------------------------------------------------------
namespace impl
{
class visitor_net_map_input_to_output
{
public:
visitor_net_map_input_to_output(dpoint& p_) : p(p_) {}
dpoint& p;
template<typename input_layer_type>
void operator()(const input_layer_type& net)
{
}
template <typename T, typename U>
void operator()(const add_loss_layer<T,U>& net)
{
(*this)(net.subnet());
}
template <typename T, typename U, typename E>
void operator()(const add_layer<T,U,E>& net)
{
(*this)(net.subnet());
p = net.layer_details().map_input_to_output(p);
}
template <bool B, typename T, typename U, typename E>
void operator()(const dimpl::subnet_wrapper<add_layer<T,U,E>,B>& net)
{
(*this)(net.subnet());
p = net.layer_details().map_input_to_output(p);
}
template <unsigned long ID, typename U, typename E>
void operator()(const add_tag_layer<ID,U,E>& net)
{
// tag layers are an identity transform, so do nothing
(*this)(net.subnet());
}
template <bool is_first, unsigned long ID, typename U, typename E>
void operator()(const dimpl::subnet_wrapper<add_tag_layer<ID,U,E>,is_first>& net)
{
// tag layers are an identity transform, so do nothing
(*this)(net.subnet());
}
template <template<typename> class TAG_TYPE, typename U>
void operator()(const add_skip_layer<TAG_TYPE,U>& net)
{
(*this)(layer<TAG_TYPE>(net));
}
template <bool is_first, template<typename> class TAG_TYPE, typename SUBNET>
void operator()(const dimpl::subnet_wrapper<add_skip_layer<TAG_TYPE,SUBNET>,is_first>& net)
{
// skip layers are an identity transform, so do nothing
(*this)(layer<TAG_TYPE>(net));
}
};
class visitor_net_map_output_to_input
{
public:
visitor_net_map_output_to_input(dpoint& p_) : p(p_) {}
dpoint& p;
template<typename input_layer_type>
void operator()(const input_layer_type& net)
{
}
template <typename T, typename U>
void operator()(const add_loss_layer<T,U>& net)
{
(*this)(net.subnet());
}
template <typename T, typename U, typename E>
void operator()(const add_layer<T,U,E>& net)
{
p = net.layer_details().map_output_to_input(p);
(*this)(net.subnet());
}
template <bool B, typename T, typename U, typename E>
void operator()(const dimpl::subnet_wrapper<add_layer<T,U,E>,B>& net)
{
p = net.layer_details().map_output_to_input(p);
(*this)(net.subnet());
}
template <unsigned long ID, typename U, typename E>
void operator()(const add_tag_layer<ID,U,E>& net)
{
// tag layers are an identity transform, so do nothing
(*this)(net.subnet());
}
template <bool is_first, unsigned long ID, typename U, typename E>
void operator()(const dimpl::subnet_wrapper<add_tag_layer<ID,U,E>,is_first>& net)
{
// tag layers are an identity transform, so do nothing
(*this)(net.subnet());
}
template <template<typename> class TAG_TYPE, typename U>
void operator()(const add_skip_layer<TAG_TYPE,U>& net)
{
(*this)(layer<TAG_TYPE>(net));
}
template <bool is_first, template<typename> class TAG_TYPE, typename SUBNET>
void operator()(const dimpl::subnet_wrapper<add_skip_layer<TAG_TYPE,SUBNET>,is_first>& net)
{
// skip layers are an identity transform, so do nothing
(*this)(layer<TAG_TYPE>(net));
}
};
}
template <typename net_type>
inline dpoint input_tensor_to_output_tensor(
const net_type& net,
dpoint p
)
{
impl::visitor_net_map_input_to_output temp(p);
temp(net);
return p;
}
template <typename net_type>
inline dpoint output_tensor_to_input_tensor(
const net_type& net,
dpoint p
)
{
impl::visitor_net_map_output_to_input temp(p);
temp(net);
return p;
}
// ----------------------------------------------------------------------------------------
}
#endif // DLIB_DNn_UTILITIES_H_

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// Copyright (C) 2016 Davis E. King (davis@dlib.net)
// License: Boost Software License See LICENSE.txt for the full license.
#undef DLIB_DNn_UTILITIES_ABSTRACT_H_
#ifdef DLIB_DNn_UTILITIES_ABSTRACT_H_
#include "core_abstract.h"
#include "../geometry/vector_abstract.h"
namespace dlib
{
// ----------------------------------------------------------------------------------------
double log1pexp(
double x
);
/*!
ensures
- returns log(1+exp(x))
(except computes it using a numerically accurate method)
!*/
// ----------------------------------------------------------------------------------------
void randomize_parameters (
tensor& params,
unsigned long num_inputs_and_outputs,
dlib::rand& rnd
);
/*!
ensures
- This function assigns random values into params based on the given random
number generator. In particular, it uses the parameter initialization method
of formula 16 from the paper "Understanding the difficulty of training deep
feedforward neural networks" by Xavier Glorot and Yoshua Bengio.
- It is assumed that the total number of inputs and outputs from the layer is
num_inputs_and_outputs. That is, you should set num_inputs_and_outputs to
the sum of the dimensionalities of the vectors going into and out of the
layer that uses params as its parameters.
!*/
// ----------------------------------------------------------------------------------------
template <typename net_type>
void net_to_xml (
const net_type& net,
std::ostream& out
);
/*!
requires
- net_type is an object of type add_layer, add_loss_layer, add_skip_layer, or
add_tag_layer.
- All layers in the net must provide to_xml() functions.
ensures
- Prints the given neural network object as an XML document to the given output
stream.
!*/
template <typename net_type>
void net_to_xml (
const net_type& net,
const std::string& filename
);
/*!
requires
- net_type is an object of type add_layer, add_loss_layer, add_skip_layer, or
add_tag_layer.
- All layers in the net must provide to_xml() functions.
ensures
- This function is just like the above net_to_xml(), except it writes to a file
rather than an ostream.
!*/
// ----------------------------------------------------------------------------------------
template <typename net_type>
dpoint input_tensor_to_output_tensor(
const net_type& net,
dpoint p
);
/*!
requires
- net_type is an object of type add_layer, add_skip_layer, or add_tag_layer.
- All layers in the net must provide map_input_to_output() functions.
ensures
- Given a dpoint (i.e. a row,column coordinate) in the input tensor given to
net, this function returns the corresponding dpoint in the output tensor
net.get_output(). This kind of mapping is useful when working with fully
convolutional networks as you will often want to know what parts of the
output feature maps correspond to what parts of the input.
- If the network contains skip layers then any layers skipped over by the skip
layer are ignored for the purpose of computing this coordinate mapping. That
is, if you walk the network from the output layer to the input layer, where
each time you encounter a skip layer you jump to the layer indicated by the
skip layer, you will visit exactly the layers in the network involved in the
input_tensor_to_output_tensor() calculation. This behavior is useful since it
allows you to compute some auxiliary DNN as a separate branch of computation
that is separate from the main network's job of running some kind of fully
convolutional network over an image. For instance, you might want to have a
branch in your network that computes some global image level
summarization/feature.
!*/
// ----------------------------------------------------------------------------------------
template <typename net_type>
dpoint output_tensor_to_input_tensor(
const net_type& net,
dpoint p
);
/*!
requires
- net_type is an object of type add_layer, add_skip_layer, or add_tag_layer.
- All layers in the net must provide map_output_to_input() functions.
ensures
- This function provides the reverse mapping of input_tensor_to_output_tensor().
That is, given a dpoint in net.get_output(), what is the corresponding dpoint
in the input tensor?
!*/
// ----------------------------------------------------------------------------------------
}
#endif // DLIB_DNn_UTILITIES_ABSTRACT_H_

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// Copyright (C) 2016 Davis E. King (davis@dlib.net)
// License: Boost Software License See LICENSE.txt for the full license.
#ifndef DLIB_DNn_VALIDATION_H_
#define DLIB_DNn_VALIDATION_H_
#include "../svm/cross_validate_object_detection_trainer_abstract.h"
#include "../svm/cross_validate_object_detection_trainer.h"
#include "layers.h"
#include <set>
namespace dlib
{
namespace impl
{
inline std::set<std::string> get_labels (
const std::vector<mmod_rect>& rects1,
const std::vector<mmod_rect>& rects2
)
{
std::set<std::string> labels;
for (auto& rr : rects1)
labels.insert(rr.label);
for (auto& rr : rects2)
labels.insert(rr.label);
return labels;
}
}
template <
typename SUBNET,
typename image_array_type
>
const matrix<double,1,3> test_object_detection_function (
loss_mmod<SUBNET>& detector,
const image_array_type& images,
const std::vector<std::vector<mmod_rect>>& truth_dets,
const test_box_overlap& overlap_tester = test_box_overlap(),
const double adjust_threshold = 0,
const test_box_overlap& overlaps_ignore_tester = test_box_overlap()
)
{
// make sure requires clause is not broken
DLIB_CASSERT( is_learning_problem(images,truth_dets) == true ,
"\t matrix test_object_detection_function()"
<< "\n\t invalid inputs were given to this function"
<< "\n\t is_learning_problem(images,truth_dets): " << is_learning_problem(images,truth_dets)
<< "\n\t images.size(): " << images.size()
);
double correct_hits = 0;
double total_true_targets = 0;
std::vector<std::pair<double,bool> > all_dets;
unsigned long missing_detections = 0;
resizable_tensor temp;
for (unsigned long i = 0; i < images.size(); ++i)
{
std::vector<mmod_rect> hits;
detector.to_tensor(&images[i], &images[i]+1, temp);
detector.subnet().forward(temp);
detector.loss_details().to_label(temp, detector.subnet(), &hits, adjust_threshold);
for (auto& label : impl::get_labels(truth_dets[i], hits))
{
std::vector<full_object_detection> truth_boxes;
std::vector<rectangle> ignore;
std::vector<std::pair<double,rectangle>> boxes;
// copy hits and truth_dets into the above three objects
for (auto&& b : truth_dets[i])
{
if (b.ignore)
{
ignore.push_back(b);
}
else if (b.label == label)
{
truth_boxes.push_back(full_object_detection(b.rect));
++total_true_targets;
}
}
for (auto&& b : hits)
{
if (b.label == label)
boxes.push_back(std::make_pair(b.detection_confidence, b.rect));
}
correct_hits += impl::number_of_truth_hits(truth_boxes, ignore, boxes, overlap_tester, all_dets, missing_detections, overlaps_ignore_tester);
}
}
std::sort(all_dets.rbegin(), all_dets.rend());
double precision, recall;
double total_hits = all_dets.size();
if (total_hits == 0)
precision = 1;
else
precision = correct_hits / total_hits;
if (total_true_targets == 0)
recall = 1;
else
recall = correct_hits / total_true_targets;
matrix<double, 1, 3> res;
res = precision, recall, average_precision(all_dets, missing_detections);
return res;
}
// ----------------------------------------------------------------------------------------
}
#endif // DLIB_DNn_VALIDATION_H_