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dlib/examples/object_detector_ex.cpp

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// The contents of this file are in the public domain. See LICENSE_FOR_EXAMPLE_PROGRAMS.txt
/*
This is an example illustrating the use of the dlib tools for
detecting objects in images. In this example we will create
three simple images, each containing some white squares. We
will then use the sliding window classifier tools to learn to
detect these squares.
*/
#include "dlib/svm_threaded.h"
#include "dlib/gui_widgets.h"
#include "dlib/array.h"
#include "dlib/array2d.h"
#include "dlib/image_keypoint.h"
#include "dlib/image_processing.h"
#include <iostream>
#include <fstream>
using namespace std;
using namespace dlib;
// ----------------------------------------------------------------------------------------
template <
typename image_array_type
>
void make_simple_test_data (
image_array_type& images,
std::vector<std::vector<rectangle> >& object_locations
)
/*!
ensures
- #images.size() == 3
- #object_locations.size() == 3
- Creates some simple images to test the object detection routines. In particular,
this function creates images with white 70x70 squares in them. It also stores
the locations of these squares in object_locations.
- for all valid i:
- object_locations[i] == A list of all the white rectangles present in images[i].
!*/
{
images.clear();
object_locations.clear();
images.resize(3);
images[0].set_size(400,400);
images[1].set_size(400,400);
images[2].set_size(400,400);
// set all the pixel values to black
assign_all_pixels(images[0], 0);
assign_all_pixels(images[1], 0);
assign_all_pixels(images[2], 0);
// Now make some squares and draw them onto our black images. All the
// squares will be 70 pixels wide and tall.
std::vector<rectangle> temp;
temp.push_back(centered_rect(point(100,100), 70,70));
fill_rect(images[0],temp.back(),255); // Paint the square white
temp.push_back(centered_rect(point(200,300), 70,70));
fill_rect(images[0],temp.back(),255); // Paint the square white
object_locations.push_back(temp);
temp.clear();
temp.push_back(centered_rect(point(140,200), 70,70));
fill_rect(images[1],temp.back(),255); // Paint the square white
temp.push_back(centered_rect(point(303,200), 70,70));
fill_rect(images[1],temp.back(),255); // Paint the square white
object_locations.push_back(temp);
temp.clear();
temp.push_back(centered_rect(point(123,121), 70,70));
fill_rect(images[2],temp.back(),255); // Paint the square white
object_locations.push_back(temp);
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// corrupt each image with random noise just to make this a little more
// challenging
dlib::rand rnd;
for (unsigned long i = 0; i < images.size(); ++i)
{
for (long r = 0; r < images[i].nr(); ++r)
{
for (long c = 0; c < images[i].nc(); ++c)
{
images[i][r][c] = put_in_range(0,255,images[i][r][c] + 50*rnd.get_random_gaussian());
}
}
}
}
// ----------------------------------------------------------------------------------------
int main()
{
try
{
// The first thing we do is create the set of 3 images discussed above.
typedef array<array2d<unsigned char> >::expand_1b grayscale_image_array_type;
grayscale_image_array_type images;
std::vector<std::vector<rectangle> > object_locations;
make_simple_test_data(images, object_locations);
/*
This next block of code specifies the type of sliding window classifier we will
be using to detect the white squares. The most important thing here is the
scan_image_pyramid template. Instances of this template represent the core
of a sliding window classifier. To go into more detail, the sliding window
classifiers used by this object have three parts:
1. The underlying feature extraction. See the dlib documentation for a detailed
discussion of how the hashed_feature_image and hog_image feature extractors
work. However, to understand this example, all you need to know is that the
feature extractor associates a vector with each location in an image. This
vector is supposed to capture information which describes how parts of the
image look in a way that is relevant to the problem you are trying to solve.
2. A detection template. This is a rectangle which defines the shape of a
sliding window (the object_box), as well as a set of rectangles which
envelop it. This set of enveloping rectangles defines the spatial
structure of the overall feature extraction within a sliding window.
In particular, each location of a sliding window has a feature vector
associated with it. This feature vector is defined as follows:
- Let N denote the number of enveloping rectangles.
- Let M denote the dimensionality of the vectors output by feature_extractor_type
objects.
- Let F(i) == the M dimensional vector which is the sum of all vectors
given by our feature_extractor_type object inside the ith enveloping
rectangle.
- Then the feature vector for a sliding window is an M*N dimensional vector
[F(1) F(2) F(3) ... F(N)] (i.e. it is a concatenation of the N vectors).
This feature vector can be thought of as a collection of N "bags of features",
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each bag coming from a spatial location determined by one of the enveloping
rectangles.
3. A weight vector and a threshold value. The dot product between the weight
vector and the feature vector for a sliding window location gives the score
of the window. If this score is greater than the threshold value then the
window location is output as a detection. You don't need to determine these
parameters yourself. They are automatically populated by the
structural_object_detection_trainer.
Finally, the sliding window classifiers described above are applied to every level
of an image pyramid. So you need to tell scan_image_pyramid what kind of pyramid
you want to use. In this case we are using pyramid_down which downsamples each
pyramid layer by half (dlib also contains other version of pyramid_down which result
in finer grained pyramids).
*/
typedef hashed_feature_image<hog_image<3,3,1,4,hog_signed_gradient,hog_full_interpolation> > feature_extractor_type;
typedef scan_image_pyramid<pyramid_down, feature_extractor_type> image_scanner_type;
image_scanner_type scanner;
// The hashed_feature_image in the scanner needs to be supplied with a hash function capable
// of hashing the outputs of the hog_image. Calling this function will set it up for us. The
// 10 here indicates that it will hash hog vectors into the range [0, pow(2,10)). Therefore,
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// the feature vectors output by the hashed_feature_image will have dimension pow(2,10).
setup_hashed_features(scanner, images, 10);
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// We also need to setup the detection templates the scanner will use. It is important that
// we add detection templates which are capable of matching all the output boxes we want to learn.
// For example, if object_locations contained a rectangle with a height to width ratio of 10 but
// we only added square detection templates then it would be impossible to detect this non-square
// rectangle. The setup_grid_detection_templates() routine will take care of this for us by looking
// at the contents of object_locations and automatically picking an appropriate set. Also, the final
// arguments indicate that we want our detection templates to have 4 enveloping rectangles laid out
// in a 2x2 regular grid inside each sliding window.
setup_grid_detection_templates(scanner, object_locations, 2, 2);
// Now that we have defined the kind of sliding window classifier system we want and stored
// the details into the scanner object we are ready to use the structural_object_detection_trainer
// to learn the weight vector and threshold needed to produce a complete object detector.
structural_object_detection_trainer<image_scanner_type> trainer(scanner);
trainer.set_num_threads(4); // Set this to the number of processing cores on your machine.
// There are a variety of other useful parameters to the structural_object_detection_trainer.
// Examples of the ones you are most likely to use follow (see dlib documentation for what they do):
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//trainer.set_match_eps(0.80);
//trainer.set_c(1.0);
//trainer.set_loss_per_missed_target(1);
//trainer.set_loss_per_false_alarm(1);
// Do the actual training and save the results into the detector object.
object_detector<image_scanner_type> detector = trainer.train(images, object_locations);
// We can easily test the new detector against our training data. This print statement will indicate that it
// has perfect precision and recall on this simple task.
cout << "Test detector (precision,recall): " << test_object_detection_function(detector, images, object_locations) << endl;
// The cross validation should also indicate perfect precision and recall.
cout << "3-fold cross validation (precision,recall): "
<< cross_validate_object_detection_trainer(trainer, images, object_locations, 3) << endl;
// Lets display the output of the detector along with our training images.
image_window win;
for (unsigned long i = 0; i < images.size(); ++i)
{
// Run the detector on images[i]
const std::vector<rectangle> rects = detector(images[i]);
cout << "Number of detections: "<< rects.size() << endl;
// Put the image and detections into the window.
win.clear_overlay();
win.set_image(images[i]);
for (unsigned long j = 0; j < rects.size(); ++j)
{
// Add each detection as a red box.
win.add_overlay(image_display::overlay_rect(rects[j], rgb_pixel(255,0,0)));
}
cout << "Hit enter to see the next image.";
cin.get();
}
// Finally, note that the detector can be serialized to disk just like other dlib objects.
ofstream fout("object_detector.dat", ios::binary);
serialize(detector, fout);
fout.close();
// Recall from disk.
ifstream fin("object_detector.dat", ios::binary);
deserialize(detector, fin);
}
catch (exception& e)
{
cout << "\nexception thrown!" << endl;
cout << e.what() << endl;
}
catch (...)
{
cout << "Some error occurred" << endl;
}
}
// ----------------------------------------------------------------------------------------