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Merge pull request #25292 from kaingwade:features2d_parts_to_contrib

Features2d cleanup: Move several feature detectors and descriptors to opencv_contrib #25292

features2d cleanup: #24999

The PR moves KAZE, AKAZE, AgastFeatureDetector, BRISK and BOW to opencv_contrib/xfeatures2d.

Related PR: opencv/opencv_contrib#3709
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WU Jia
2024-10-10 22:10:22 +08:00
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BRIEF (Binary Robust Independent Elementary Features) {#tutorial_py_brief}
=====================================================
Goal
----
In this chapter
- We will see the basics of BRIEF algorithm
Theory
------
We know SIFT uses 128-dim vector for descriptors. Since it is using floating point numbers, it takes
basically 512 bytes. Similarly SURF also takes minimum of 256 bytes (for 64-dim). Creating such a
vector for thousands of features takes a lot of memory which are not feasible for resource-constraint
applications especially for embedded systems. Larger the memory, longer the time it takes for
matching.
But all these dimensions may not be needed for actual matching. We can compress it using several
methods like PCA, LDA etc. Even other methods like hashing using LSH (Locality Sensitive Hashing) is
used to convert these SIFT descriptors in floating point numbers to binary strings. These binary
strings are used to match features using Hamming distance. This provides better speed-up because
finding hamming distance is just applying XOR and bit count, which are very fast in modern CPUs with
SSE instructions. But here, we need to find the descriptors first, then only we can apply hashing,
which doesn't solve our initial problem on memory.
BRIEF comes into picture at this moment. It provides a shortcut to find the binary strings directly
without finding descriptors. It takes smoothened image patch and selects a set of \f$n_d\f$ (x,y)
location pairs in an unique way (explained in paper). Then some pixel intensity comparisons are done
on these location pairs. For eg, let first location pairs be \f$p\f$ and \f$q\f$. If \f$I(p) < I(q)\f$, then its
result is 1, else it is 0. This is applied for all the \f$n_d\f$ location pairs to get a
\f$n_d\f$-dimensional bitstring.
This \f$n_d\f$ can be 128, 256 or 512. OpenCV supports all of these, but by default, it would be 256
(OpenCV represents it in bytes. So the values will be 16, 32 and 64). So once you get this, you can
use Hamming Distance to match these descriptors.
One important point is that BRIEF is a feature descriptor, it doesn't provide any method to find the
features. So you will have to use any other feature detectors like SIFT, SURF etc. The paper
recommends to use CenSurE which is a fast detector and BRIEF works even slightly better for CenSurE
points than for SURF points.
In short, BRIEF is a faster method feature descriptor calculation and matching. It also provides
high recognition rate unless there is large in-plane rotation.
STAR(CenSurE) in OpenCV
------
STAR is a feature detector derived from CenSurE.
Unlike CenSurE however, which uses polygons like squares, hexagons and octagons to approach a circle,
Star emulates a circle with 2 overlapping squares: 1 upright and 1 45-degree rotated. These polygons are bi-level.
They can be seen as polygons with thick borders. The borders and the enclosed area have weights of opposing signs.
This has better computational characteristics than other scale-space detectors and it is capable of real-time implementation.
In contrast to SIFT and SURF, which find extrema at sub-sampled pixels that compromises accuracy at larger scales,
CenSurE creates a feature vector using full spatial resolution at all scales in the pyramid.
BRIEF in OpenCV
---------------
Below code shows the computation of BRIEF descriptors with the help of CenSurE detector.
note, that you need [opencv contrib](https://github.com/opencv/opencv_contrib)) to use this.
@code{.py}
import numpy as np
import cv2 as cv
from matplotlib import pyplot as plt
img = cv.imread('simple.jpg', cv.IMREAD_GRAYSCALE)
# Initiate FAST detector
star = cv.xfeatures2d.StarDetector_create()
# Initiate BRIEF extractor
brief = cv.xfeatures2d.BriefDescriptorExtractor_create()
# find the keypoints with STAR
kp = star.detect(img,None)
# compute the descriptors with BRIEF
kp, des = brief.compute(img, kp)
print( brief.descriptorSize() )
print( des.shape )
@endcode
The function brief.getDescriptorSize() gives the \f$n_d\f$ size used in bytes. By default it is 32. Next one
is matching, which will be done in another chapter.
Additional Resources
--------------------
-# Michael Calonder, Vincent Lepetit, Christoph Strecha, and Pascal Fua, "BRIEF: Binary Robust
Independent Elementary Features", 11th European Conference on Computer Vision (ECCV), Heraklion,
Crete. LNCS Springer, September 2010.
2. [LSH (Locality Sensitive Hashing)](https://en.wikipedia.org/wiki/Locality-sensitive_hashing) at wikipedia.
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Introduction to SURF (Speeded-Up Robust Features) {#tutorial_py_surf_intro}
=================================================
Goal
----
In this chapter,
- We will see the basics of SURF
- We will see SURF functionalities in OpenCV
Theory
------
In last chapter, we saw SIFT for keypoint detection and description. But it was comparatively slow
and people needed more speeded-up version. In 2006, three people, Bay, H., Tuytelaars, T. and Van
Gool, L, published another paper, "SURF: Speeded Up Robust Features" which introduced a new
algorithm called SURF. As name suggests, it is a speeded-up version of SIFT.
In SIFT, Lowe approximated Laplacian of Gaussian with Difference of Gaussian for finding
scale-space. SURF goes a little further and approximates LoG with Box Filter. Below image shows a
demonstration of such an approximation. One big advantage of this approximation is that, convolution
with box filter can be easily calculated with the help of integral images. And it can be done in
parallel for different scales. Also the SURF rely on determinant of Hessian matrix for both scale
and location.
![image](images/surf_boxfilter.jpg)
For orientation assignment, SURF uses wavelet responses in horizontal and vertical direction for a
neighbourhood of size 6s. Adequate gaussian weights are also applied to it. Then they are plotted in
a space as given in below image. The dominant orientation is estimated by calculating the sum of all
responses within a sliding orientation window of angle 60 degrees. Interesting thing is that,
wavelet response can be found out using integral images very easily at any scale. For many
applications, rotation invariance is not required, so no need of finding this orientation, which
speeds up the process. SURF provides such a functionality called Upright-SURF or U-SURF. It improves
speed and is robust upto \f$\pm 15^{\circ}\f$. OpenCV supports both, depending upon the flag,
**upright**. If it is 0, orientation is calculated. If it is 1, orientation is not calculated and it
is faster.
![image](images/surf_orientation.jpg)
For feature description, SURF uses Wavelet responses in horizontal and vertical direction (again,
use of integral images makes things easier). A neighbourhood of size 20sX20s is taken around the
keypoint where s is the size. It is divided into 4x4 subregions. For each subregion, horizontal and
vertical wavelet responses are taken and a vector is formed like this,
\f$v=( \sum{d_x}, \sum{d_y}, \sum{|d_x|}, \sum{|d_y|})\f$. This when represented as a vector gives SURF
feature descriptor with total 64 dimensions. Lower the dimension, higher the speed of computation
and matching, but provide better distinctiveness of features.
For more distinctiveness, SURF feature descriptor has an extended 128 dimension version. The sums of
\f$d_x\f$ and \f$|d_x|\f$ are computed separately for \f$d_y < 0\f$ and \f$d_y \geq 0\f$. Similarly, the sums of
\f$d_y\f$ and \f$|d_y|\f$ are split up according to the sign of \f$d_x\f$ , thereby doubling the number of
features. It doesn't add much computation complexity. OpenCV supports both by setting the value of
flag **extended** with 0 and 1 for 64-dim and 128-dim respectively (default is 128-dim)
Another important improvement is the use of sign of Laplacian (trace of Hessian Matrix) for
underlying interest point. It adds no computation cost since it is already computed during
detection. The sign of the Laplacian distinguishes bright blobs on dark backgrounds from the reverse
situation. In the matching stage, we only compare features if they have the same type of contrast
(as shown in image below). This minimal information allows for faster matching, without reducing the
descriptor's performance.
![image](images/surf_matching.jpg)
In short, SURF adds a lot of features to improve the speed in every step. Analysis shows it is 3
times faster than SIFT while performance is comparable to SIFT. SURF is good at handling images with
blurring and rotation, but not good at handling viewpoint change and illumination change.
SURF in OpenCV
--------------
OpenCV provides SURF functionalities just like SIFT. You initiate a SURF object with some optional
conditions like 64/128-dim descriptors, Upright/Normal SURF etc. All the details are well explained
in docs. Then as we did in SIFT, we can use SURF.detect(), SURF.compute() etc for finding keypoints
and descriptors.
First we will see a simple demo on how to find SURF keypoints and descriptors and draw it. All
examples are shown in Python terminal since it is just same as SIFT only.
@code{.py}
>>> img = cv.imread('fly.png', cv.IMREAD_GRAYSCALE)
# Create SURF object. You can specify params here or later.
# Here I set Hessian Threshold to 400
>>> surf = cv.xfeatures2d.SURF_create(400)
# Find keypoints and descriptors directly
>>> kp, des = surf.detectAndCompute(img,None)
>>> len(kp)
699
@endcode
1199 keypoints is too much to show in a picture. We reduce it to some 50 to draw it on an image.
While matching, we may need all those features, but not now. So we increase the Hessian Threshold.
@code{.py}
# Check present Hessian threshold
>>> print( surf.getHessianThreshold() )
400.0
# We set it to some 50000. Remember, it is just for representing in picture.
# In actual cases, it is better to have a value 300-500
>>> surf.setHessianThreshold(50000)
# Again compute keypoints and check its number.
>>> kp, des = surf.detectAndCompute(img,None)
>>> print( len(kp) )
47
@endcode
It is less than 50. Let's draw it on the image.
@code{.py}
>>> img2 = cv.drawKeypoints(img,kp,None,(255,0,0),4)
>>> plt.imshow(img2),plt.show()
@endcode
See the result below. You can see that SURF is more like a blob detector. It detects the white blobs
on wings of butterfly. You can test it with other images.
![image](images/surf_kp1.jpg)
Now I want to apply U-SURF, so that it won't find the orientation.
@code{.py}
# Check upright flag, if it False, set it to True
>>> print( surf.getUpright() )
False
>>> surf.setUpright(True)
# Recompute the feature points and draw it
>>> kp = surf.detect(img,None)
>>> img2 = cv.drawKeypoints(img,kp,None,(255,0,0),4)
>>> plt.imshow(img2),plt.show()
@endcode
See the results below. All the orientations are shown in same direction. It is faster than
previous. If you are working on cases where orientation is not a problem (like panorama stitching)
etc, this is better.
![image](images/surf_kp2.jpg)
Finally we check the descriptor size and change it to 128 if it is only 64-dim.
@code{.py}
# Find size of descriptor
>>> print( surf.descriptorSize() )
64
# That means flag, "extended" is False.
>>> surf.getExtended()
False
# So we make it to True to get 128-dim descriptors.
>>> surf.setExtended(True)
>>> kp, des = surf.detectAndCompute(img,None)
>>> print( surf.descriptorSize() )
128
>>> print( des.shape )
(47, 128)
@endcode
Remaining part is matching which we will do in another chapter.
@@ -22,28 +22,15 @@ Feature Detection and Description {#tutorial_py_table_of_contents_feature2d}
is not good enough when scale of image changes. Lowe developed a breakthrough method to find
scale-invariant features and it is called SIFT
- @subpage tutorial_py_surf_intro
SIFT is really good,
but not fast enough, so people came up with a speeded-up version called SURF.
- @subpage tutorial_py_fast
All the above feature
detection methods are good in some way. But they are not fast enough to work in real-time
applications like SLAM. There comes the FAST algorithm, which is really "FAST".
- @subpage tutorial_py_brief
SIFT uses a feature
descriptor with 128 floating point numbers. Consider thousands of such features. It takes lots of
memory and more time for matching. We can compress it to make it faster. But still we have to
calculate it first. There comes BRIEF which gives the shortcut to find binary descriptors with
less memory, faster matching, still higher recognition rate.
- @subpage tutorial_py_orb
SIFT and SURF are good in what they do, but what if you have to pay a few dollars every year to use them in your applications? Yeah, they are patented!!! To solve that problem, OpenCV devs came up with a new "FREE" alternative to SIFT & SURF, and that is ORB.
SURF is good in what it does, but what if you have to pay a few dollars every year to use it in your applications? Yeah, it is patented!!! To solve that problem, OpenCV devs came up with a new "FREE" alternative to SIFT & SURF, and that is ORB.
- @subpage tutorial_py_matcher