/*------------------------------------------------------------------------------------------*\ This file contains material supporting chapter 9 of the cookbook: Computer Vision Programming using the OpenCV Library. by Robert Laganiere, Packt Publishing, 2011. This program is free software; permission is hereby granted to use, copy, modify, and distribute this source code, or portions thereof, for any purpose, without fee, subject to the restriction that the copyright notice may not be removed or altered from any source or altered source distribution. The software is released on an as-is basis and without any warranties of any kind. In particular, the software is not guaranteed to be fault-tolerant or free from failure. The author disclaims all warranties with regard to this software, any use, and any consequent failure, is purely the responsibility of the user. Copyright (C) 2010-2011 Robert Laganiere, www.laganiere.name \*------------------------------------------------------------------------------------------*/ #if !defined MATCHER #define MATCHER #include #include #include #include #include class RobustMatcher { private: // pointer to the feature point detector object cv::Ptr detector; // pointer to the feature descriptor extractor object cv::Ptr extractor; float ratio; // max ratio between 1st and 2nd NN bool refineF; // if true will refine the F matrix double distance; // min distance to epipolar double confidence; // confidence level (probability) public: RobustMatcher() : ratio(0.65f), refineF(true), confidence(0.99), distance(3.0) { // SURF is the default feature detector= new cv::SurfFeatureDetector(); extractor= new cv::SurfDescriptorExtractor(); } // Set the feature detector void setFeatureDetector(cv::Ptr& detect) { detector= detect; } // Set descriptor extractor void setDescriptorExtractor(cv::Ptr& desc) { extractor= desc; } // Set the minimum distance to epipolar in RANSAC void setMinDistanceToEpipolar(double d) { distance= d; } // Set confidence level in RANSAC void setConfidenceLevel(double c) { confidence= c; } // Set the NN ratio void setRatio(float r) { ratio= r; } // if you want the F matrix to be recalculated void refineFundamental(bool flag) { refineF= flag; } // Clear matches for which NN ratio is > than threshold // return the number of removed points // (corresponding entries being cleared, i.e. size will be 0) int ratioTest(std::vector>& matches) { int removed=0; // for all matches for (std::vector>::iterator matchIterator= matches.begin(); matchIterator!= matches.end(); ++matchIterator) { // if 2 NN has been identified if (matchIterator->size() > 1) { // check distance ratio if ((*matchIterator)[0].distance/(*matchIterator)[1].distance > ratio) { matchIterator->clear(); // remove match removed++; } } else { // does not have 2 neighbours matchIterator->clear(); // remove match removed++; } } return removed; } // Insert symmetrical matches in symMatches vector void symmetryTest(const std::vector>& matches1, const std::vector>& matches2, std::vector& symMatches) { // for all matches image 1 -> image 2 for (std::vector>::const_iterator matchIterator1= matches1.begin(); matchIterator1!= matches1.end(); ++matchIterator1) { if (matchIterator1->size() < 2) // ignore deleted matches continue; // for all matches image 2 -> image 1 for (std::vector>::const_iterator matchIterator2= matches2.begin(); matchIterator2!= matches2.end(); ++matchIterator2) { if (matchIterator2->size() < 2) // ignore deleted matches continue; // Match symmetry test if ((*matchIterator1)[0].queryIdx == (*matchIterator2)[0].trainIdx && (*matchIterator2)[0].queryIdx == (*matchIterator1)[0].trainIdx) { // add symmetrical match symMatches.push_back(cv::DMatch((*matchIterator1)[0].queryIdx, (*matchIterator1)[0].trainIdx, (*matchIterator1)[0].distance)); break; // next match in image 1 -> image 2 } } } } // Identify good matches using RANSAC // Return fundemental matrix cv::Mat ransacTest(const std::vector& matches, const std::vector& keypoints1, const std::vector& keypoints2, std::vector& outMatches) { // Convert keypoints into Point2f std::vector points1, points2; for (std::vector::const_iterator it= matches.begin(); it!= matches.end(); ++it) { // Get the position of left keypoints float x= keypoints1[it->queryIdx].pt.x; float y= keypoints1[it->queryIdx].pt.y; points1.push_back(cv::Point2f(x,y)); // Get the position of right keypoints x= keypoints2[it->trainIdx].pt.x; y= keypoints2[it->trainIdx].pt.y; points2.push_back(cv::Point2f(x,y)); } // Compute F matrix using RANSAC std::vector inliers(points1.size(),0); cv::Mat fundemental= cv::findFundamentalMat( cv::Mat(points1),cv::Mat(points2), // matching points inliers, // match status (inlier ou outlier) CV_FM_RANSAC, // RANSAC method distance, // distance to epipolar line confidence); // confidence probability // extract the surviving (inliers) matches std::vector::const_iterator itIn= inliers.begin(); std::vector::const_iterator itM= matches.begin(); // for all matches for ( ;itIn!= inliers.end(); ++itIn, ++itM) { if (*itIn) { // it is a valid match outMatches.push_back(*itM); } } std::cout << "Number of matched points (after cleaning): " << outMatches.size() << std::endl; if (refineF) { // The F matrix will be recomputed with all accepted matches // Convert keypoints into Point2f for final F computation points1.clear(); points2.clear(); for (std::vector::const_iterator it= outMatches.begin(); it!= outMatches.end(); ++it) { // Get the position of left keypoints float x= keypoints1[it->queryIdx].pt.x; float y= keypoints1[it->queryIdx].pt.y; points1.push_back(cv::Point2f(x,y)); // Get the position of right keypoints x= keypoints2[it->trainIdx].pt.x; y= keypoints2[it->trainIdx].pt.y; points2.push_back(cv::Point2f(x,y)); } // Compute 8-point F from all accepted matches fundemental= cv::findFundamentalMat( cv::Mat(points1),cv::Mat(points2), // matching points CV_FM_8POINT); // 8-point method } return fundemental; } // Match feature points using symmetry test and RANSAC // returns fundemental matrix cv::Mat match(cv::Mat& image1, cv::Mat& image2, // input images std::vector& matches, // output matches and keypoints std::vector& keypoints1, std::vector& keypoints2) { // 1a. Detection of the SURF features detector->detect(image1,keypoints1); detector->detect(image2,keypoints2); std::cout << "Number of SURF points (1): " << keypoints1.size() << std::endl; std::cout << "Number of SURF points (2): " << keypoints2.size() << std::endl; // 1b. Extraction of the SURF descriptors cv::Mat descriptors1, descriptors2; extractor->compute(image1,keypoints1,descriptors1); extractor->compute(image2,keypoints2,descriptors2); std::cout << "descriptor matrix size: " << descriptors1.rows << " by " << descriptors1.cols << std::endl; // 2. Match the two image descriptors // Construction of the matcher cv::BruteForceMatcher> matcher; // from image 1 to image 2 // based on k nearest neighbours (with k=2) std::vector> matches1; matcher.knnMatch(descriptors1,descriptors2, matches1, // vector of matches (up to 2 per entry) 2); // return 2 nearest neighbours // from image 2 to image 1 // based on k nearest neighbours (with k=2) std::vector> matches2; matcher.knnMatch(descriptors2,descriptors1, matches2, // vector of matches (up to 2 per entry) 2); // return 2 nearest neighbours std::cout << "Number of matched points 1->2: " << matches1.size() << std::endl; std::cout << "Number of matched points 2->1: " << matches2.size() << std::endl; // 3. Remove matches for which NN ratio is > than threshold // clean image 1 -> image 2 matches int removed= ratioTest(matches1); std::cout << "Number of matched points 1->2 (ratio test) : " << matches1.size()-removed << std::endl; // clean image 2 -> image 1 matches removed= ratioTest(matches2); std::cout << "Number of matched points 1->2 (ratio test) : " << matches2.size()-removed << std::endl; // 4. Remove non-symmetrical matches std::vector symMatches; symmetryTest(matches1,matches2,symMatches); std::cout << "Number of matched points (symmetry test): " << symMatches.size() << std::endl; // 5. Validate matches using RANSAC cv::Mat fundemental= ransacTest(symMatches, keypoints1, keypoints2, matches); // return the found fundemental matrix return fundemental; } }; #endif