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May 15, 2016 07:35
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Basic implementation of the BRIEF descriptor.
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// Licensed to the Apache Software Foundation (ASF) under one | |
// or more contributor license agreements. See the NOTICE file | |
// distributed with this work for additional information | |
// regarding copyright ownership. The ASF licenses this file | |
// to you under the Apache License, Version 2.0 (the | |
// "License"); you may not use this file except in compliance | |
// with the License. You may obtain a copy of the License at | |
// http://www.apache.org/licenses/LICENSE-2.0 | |
// Unless required by applicable law or agreed to in writing, | |
// software distributed under the License is distributed on an | |
// "AS IS" BASIS, WITHOUT WARRANTIES OR CONDITIONS OF ANY | |
// KIND, either express or implied. See the License for the | |
// specific language governing permissions and limitations | |
// under the License. | |
// Author: Ethan Rublee <[email protected]> | |
// Date: May 15th, 2016 | |
// | |
// Description: Basic implementation of the BRIEF descriptor, and | |
// demonstration of matching features in the current frame to the | |
// previous frame from a cv::VideoCapture device. | |
#include <array> | |
#include <opencv2/core.hpp> | |
#include <opencv2/videoio.hpp> | |
#include <opencv2/highgui.hpp> | |
#include <opencv2/features2d.hpp> | |
#include <opencv2/imgproc.hpp> | |
// Image must be of type CV_8UC1 | |
// Point must not be within 33 pixels of the boarder of the image. | |
// Descriptor must 1 row, and <= 64 cols, and be CV_8UC1 | |
inline void BRIEFDescriptor(const cv::Mat& image, cv::Point point, | |
cv::Mat desc) { | |
// import numpy | |
// x=numpy.random.normal(loc=0.0, scale=10.0, size=(512,4)).round() | |
// l=set([(r[0],r[1],r[2],r[3]) for r in x]) | |
// assert len(l) == 512 | |
// print 'static const int kOffsets[512][4] = {' | |
// print ','.join(["{%d, %d, %d, %d}"%r for r in l]) | |
// print '};' | |
static const int kOffsets[512][4] = {{0, 9, 6, -19}, | |
{-7, -18, -5, 9}, | |
{-8, 6, -15, 1}, | |
{-6, 17, 4, 13}, | |
{0, -9, -13, 1}, | |
{-12, 7, -18, -3}, | |
{2, -15, 4, -10}, | |
{-2, 13, -2, 1}, | |
{-4, 8, 10, 5}, | |
{12, 2, 6, 12}, | |
{5, 7, 2, 3}, | |
{-6, -3, -16, -9}, | |
{16, -8, -8, 4}, | |
{-3, -7, -27, -19}, | |
{0, 2, 5, 8}, | |
{-10, -3, 2, 3}, | |
{-16, 15, -10, 3}, | |
{9, -17, -7, -6}, | |
{9, 3, -8, -1}, | |
{4, -16, 6, -2}, | |
{2, 10, -8, -2}, | |
{5, 14, -9, -6}, | |
{10, 10, -3, 9}, | |
{4, -10, -6, -1}, | |
{-15, -15, 7, -4}, | |
{-9, 12, -10, 8}, | |
{5, -11, 0, 0}, | |
{-4, -19, -10, 2}, | |
{7, 0, 6, 8}, | |
{-12, 14, -15, -5}, | |
{8, 2, -2, 2}, | |
{-18, 13, 7, -5}, | |
{-1, -23, -13, -16}, | |
{19, -7, -2, -4}, | |
{-5, 13, -16, 4}, | |
{-16, 2, 2, 1}, | |
{11, -21, -24, 17}, | |
{3, 12, -13, -12}, | |
{3, 5, -14, -2}, | |
{8, 4, -9, 9}, | |
{15, -12, -8, 9}, | |
{-1, -2, 8, 7}, | |
{-6, -13, 5, 6}, | |
{1, 20, 28, -2}, | |
{14, -3, 11, 3}, | |
{1, 6, -16, 10}, | |
{5, 3, 18, -10}, | |
{18, -7, 2, 5}, | |
{4, 2, -2, 0}, | |
{2, 1, 1, -2}, | |
{0, 10, -3, -1}, | |
{6, -17, -13, 18}, | |
{1, -4, -2, 6}, | |
{-8, -2, 17, -7}, | |
{18, 4, -8, 11}, | |
{4, -9, 6, 19}, | |
{6, 6, -5, 10}, | |
{-2, -2, -11, -2}, | |
{0, 2, 3, 5}, | |
{16, -6, 13, -26}, | |
{-1, -7, 7, 0}, | |
{-3, 5, 13, -10}, | |
{1, -5, -22, 6}, | |
{-14, -6, -12, -14}, | |
{-5, -8, 11, -5}, | |
{3, 3, 23, 6}, | |
{-15, 2, -10, -10}, | |
{-11, -13, 1, 0}, | |
{-6, 14, -2, 12}, | |
{1, -7, -2, 5}, | |
{-4, -17, 8, 10}, | |
{-2, 3, 4, 7}, | |
{13, -13, -11, 2}, | |
{10, -3, 13, 2}, | |
{-2, -7, -4, 13}, | |
{-6, 6, -4, -1}, | |
{4, 12, 11, -1}, | |
{-12, -5, -8, 12}, | |
{0, -1, 17, 1}, | |
{3, 1, 19, 3}, | |
{6, -13, -4, -6}, | |
{5, 16, -24, 5}, | |
{2, 9, -1, 7}, | |
{5, -8, -2, 7}, | |
{-10, 13, 4, 6}, | |
{-6, 17, -12, 3}, | |
{-14, 17, 10, 10}, | |
{-20, 4, 7, 2}, | |
{-10, -4, -5, -4}, | |
{0, -11, -19, -15}, | |
{-9, 4, 17, -16}, | |
{1, -3, 13, 0}, | |
{-2, 11, -10, -9}, | |
{-14, 2, -14, -3}, | |
{6, -6, 7, 1}, | |
{-27, 8, -13, 8}, | |
{4, 4, 0, 11}, | |
{0, -4, 17, 6}, | |
{19, -6, -4, 7}, | |
{9, 5, 2, -9}, | |
{-7, -7, 14, -1}, | |
{5, -5, -8, 2}, | |
{-2, -25, -18, 13}, | |
{0, 12, 4, -2}, | |
{-4, 0, 17, 8}, | |
{-10, 0, 7, 29}, | |
{6, 13, -7, -8}, | |
{13, 15, 5, 2}, | |
{2, 4, 10, 10}, | |
{-14, 3, 13, 8}, | |
{4, 23, 9, -3}, | |
{3, 13, -16, -1}, | |
{-6, 17, -6, 12}, | |
{2, 3, -3, 19}, | |
{7, 9, 12, -21}, | |
{4, 1, 0, -2}, | |
{0, 3, -4, -3}, | |
{-5, 2, -7, 7}, | |
{-14, 14, -6, 25}, | |
{-9, -11, 4, 5}, | |
{15, -4, 3, 1}, | |
{-8, 15, -17, 2}, | |
{16, 7, -7, 5}, | |
{2, -22, 3, -9}, | |
{-6, -12, -2, -10}, | |
{9, -14, 14, 2}, | |
{0, -7, -2, 12}, | |
{13, 1, -11, -7}, | |
{-8, 16, -12, 0}, | |
{7, 10, -1, -2}, | |
{-10, -8, 4, 28}, | |
{6, 11, -2, -14}, | |
{-11, -9, 11, 7}, | |
{8, -9, 10, 4}, | |
{-1, 20, 3, -11}, | |
{-13, -13, 6, -3}, | |
{-2, -18, -13, -3}, | |
{-8, 9, -3, -8}, | |
{-2, -4, -11, -9}, | |
{6, 25, 16, -8}, | |
{-17, -1, 4, 5}, | |
{-6, 1, 8, 7}, | |
{7, -16, 17, 18}, | |
{-10, 11, 21, 1}, | |
{8, -4, -6, -10}, | |
{12, 4, -1, -4}, | |
{-2, -8, 12, 0}, | |
{1, -8, -4, 2}, | |
{2, -7, 1, -2}, | |
{-5, 22, 4, 9}, | |
{9, -6, -9, 12}, | |
{0, 14, 5, -11}, | |
{-9, -3, -10, -1}, | |
{-15, -5, 1, 10}, | |
{7, 9, 2, 18}, | |
{-3, -13, -2, 9}, | |
{11, 4, 8, -5}, | |
{21, 11, 8, -11}, | |
{-2, -5, -17, -8}, | |
{9, 2, -6, 2}, | |
{-11, -7, -5, -6}, | |
{17, -12, 4, 3}, | |
{-3, -5, 9, -10}, | |
{6, -9, 23, -2}, | |
{-6, -3, 20, -23}, | |
{-25, -21, -1, 7}, | |
{-6, -8, -13, 0}, | |
{-3, -4, -7, -9}, | |
{-4, 9, 1, 6}, | |
{5, -14, -2, 4}, | |
{2, 3, -10, -10}, | |
{0, 5, -11, -8}, | |
{1, 1, -1, 3}, | |
{-7, -16, -13, 3}, | |
{4, 6, 0, 21}, | |
{-13, 2, 20, -7}, | |
{1, 13, 2, 4}, | |
{-3, -6, 17, 3}, | |
{5, -17, -24, -11}, | |
{5, 12, -8, 4}, | |
{4, -1, 0, 3}, | |
{6, 14, -7, -3}, | |
{-1, -4, -9, -2}, | |
{9, 1, 11, 9}, | |
{-10, -9, 0, 7}, | |
{-2, -3, 19, -6}, | |
{-9, 6, 4, 2}, | |
{21, -2, 14, 11}, | |
{13, 14, -11, -14}, | |
{10, 10, -18, 15}, | |
{8, -19, 10, -6}, | |
{16, 14, 17, 4}, | |
{-2, 1, 10, 8}, | |
{2, 5, -3, 12}, | |
{14, -6, -15, -4}, | |
{-11, 17, 5, 9}, | |
{2, -9, -7, -4}, | |
{-16, 9, 1, -3}, | |
{-4, -12, 17, 7}, | |
{11, -2, 3, -6}, | |
{-10, -1, 18, -6}, | |
{-20, -7, 12, -2}, | |
{-3, 1, -18, -2}, | |
{5, -4, -3, 13}, | |
{-6, -8, 2, 17}, | |
{-5, -5, -13, 17}, | |
{3, 2, 0, -4}, | |
{9, -3, -11, 11}, | |
{-9, -14, 23, 2}, | |
{2, -10, -14, 15}, | |
{-2, -1, 0, 11}, | |
{-8, -24, -9, 2}, | |
{17, -1, -7, 3}, | |
{4, 10, -6, 9}, | |
{10, 8, 21, 6}, | |
{13, -18, -3, -4}, | |
{0, 23, -7, 0}, | |
{9, -3, 12, 11}, | |
{13, 7, -15, 3}, | |
{11, 3, 14, -6}, | |
{-8, 12, -4, -4}, | |
{-2, 6, -1, -15}, | |
{-6, 17, 10, 19}, | |
{7, -11, 9, 2}, | |
{-1, 12, -6, -6}, | |
{14, 4, -9, -1}, | |
{-2, -1, -17, 6}, | |
{-4, -8, -7, 1}, | |
{-6, 4, 1, 8}, | |
{0, -2, 0, -13}, | |
{-7, 12, -3, -1}, | |
{3, -4, 7, 0}, | |
{11, -10, -2, -3}, | |
{18, -10, 2, -4}, | |
{-17, -5, 8, -14}, | |
{-1, -1, -7, -7}, | |
{8, -25, -12, 3}, | |
{-15, 11, -9, 2}, | |
{-21, 25, -9, -6}, | |
{3, 13, -1, -2}, | |
{9, -2, -5, -1}, | |
{-7, -13, 17, 8}, | |
{4, 14, 1, 5}, | |
{-6, -3, 0, 15}, | |
{-11, 13, 7, 16}, | |
{-5, -2, -7, 1}, | |
{3, -2, 0, 18}, | |
{10, 13, -4, -8}, | |
{-12, -23, -5, 4}, | |
{-2, 0, -6, 3}, | |
{-10, 0, -1, 4}, | |
{-5, 1, -3, -11}, | |
{-11, -20, 1, 11}, | |
{-2, 14, 15, -9}, | |
{5, -6, 1, 0}, | |
{1, 2, -9, -11}, | |
{12, -4, -6, 6}, | |
{3, -9, -2, 8}, | |
{-17, -1, -9, -1}, | |
{-3, 2, 1, 9}, | |
{19, -6, 7, -16}, | |
{10, 1, 18, -5}, | |
{1, -6, 5, 2}, | |
{-3, 5, -9, 0}, | |
{-14, 4, -13, 9}, | |
{2, -11, 1, 0}, | |
{14, -12, 12, 11}, | |
{-5, -1, -2, 2}, | |
{4, -7, -10, 12}, | |
{-2, -13, -2, -4}, | |
{-10, -15, 13, 10}, | |
{-1, -9, 2, 7}, | |
{0, 5, 2, 5}, | |
{7, -6, -11, 1}, | |
{-2, 9, 6, -14}, | |
{6, 7, 15, -7}, | |
{9, 10, -11, 1}, | |
{11, 17, 13, -11}, | |
{1, -3, -22, 11}, | |
{-12, 6, -14, 5}, | |
{-4, 8, -1, 24}, | |
{2, 3, 6, 7}, | |
{-11, 1, -12, 7}, | |
{0, 5, -4, 4}, | |
{-17, 12, -6, -3}, | |
{-7, 6, -8, 1}, | |
{-7, -5, 5, 11}, | |
{-8, -3, 15, 1}, | |
{-2, 9, -4, -14}, | |
{7, -19, 1, 11}, | |
{0, -1, -14, -7}, | |
{4, 12, -8, 9}, | |
{5, -15, -11, 2}, | |
{-14, 2, 2, -8}, | |
{-6, -9, 6, -6}, | |
{13, -3, -5, 12}, | |
{5, -14, -2, -24}, | |
{-8, 13, -8, -3}, | |
{1, 10, 2, -3}, | |
{-17, 1, -23, -12}, | |
{-25, -1, 12, 17}, | |
{-6, 1, -5, -4}, | |
{-13, -5, -2, 10}, | |
{13, 17, 4, -15}, | |
{-2, -7, 2, 4}, | |
{0, -9, 0, 8}, | |
{0, 3, -14, 9}, | |
{-4, 8, 8, 3}, | |
{-5, -11, -6, 3}, | |
{-4, -5, -6, 2}, | |
{-18, 9, 0, 1}, | |
{15, 1, 22, -16}, | |
{0, -3, -6, -5}, | |
{9, 15, 5, -6}, | |
{17, -11, 3, 4}, | |
{1, 7, 9, 22}, | |
{-8, -11, 6, -5}, | |
{5, 17, -8, 5}, | |
{-4, -13, -9, 2}, | |
{-2, 27, 17, -1}, | |
{-9, -10, 8, -7}, | |
{3, 9, 12, -9}, | |
{-15, -7, -12, 17}, | |
{5, 19, 1, -11}, | |
{-2, -19, -5, 20}, | |
{-11, 6, 7, 9}, | |
{-7, -11, 2, -22}, | |
{4, 11, 3, 1}, | |
{3, -9, 16, 5}, | |
{-18, 3, -6, 10}, | |
{-3, -15, 6, 6}, | |
{-7, -11, -18, 0}, | |
{1, 11, -3, -5}, | |
{-6, 8, -15, -7}, | |
{-7, -4, 1, 7}, | |
{2, -8, -8, -2}, | |
{-8, 15, 7, -11}, | |
{4, -3, 4, -14}, | |
{2, -10, 11, 7}, | |
{-2, -5, 13, -6}, | |
{7, -6, -18, -7}, | |
{-10, 15, 7, 16}, | |
{3, 8, 2, -2}, | |
{-11, 13, 0, 8}, | |
{-2, -6, 9, 10}, | |
{-4, 10, 2, 4}, | |
{3, -3, -17, -23}, | |
{-15, 6, 8, -19}, | |
{9, -5, 2, -12}, | |
{-12, -2, 1, 9}, | |
{2, -5, -10, 17}, | |
{12, -10, 12, 5}, | |
{2, 0, 12, -16}, | |
{1, -2, -7, 13}, | |
{8, -9, -15, 1}, | |
{18, 7, -5, -9}, | |
{30, 8, -19, -17}, | |
{2, 4, 5, -6}, | |
{12, -12, 4, 12}, | |
{-3, -16, 7, -7}, | |
{-3, -8, 8, 11}, | |
{14, 16, 3, -1}, | |
{-8, 5, 10, 12}, | |
{0, -13, 13, -8}, | |
{-6, -1, 9, -3}, | |
{6, 0, -22, -15}, | |
{-1, -4, -8, -5}, | |
{-9, -10, 10, 12}, | |
{-10, -29, -7, -15}, | |
{1, 4, -14, 1}, | |
{-4, 25, 19, 5}, | |
{2, -3, -1, -10}, | |
{4, 13, 3, 21}, | |
{9, 3, 12, -16}, | |
{4, 10, 6, -14}, | |
{11, -15, 17, 4}, | |
{2, 7, 12, 9}, | |
{-2, -6, 14, 8}, | |
{-10, 17, -3, 7}, | |
{6, -1, -3, -15}, | |
{9, 0, -4, 31}, | |
{10, -12, 18, 6}, | |
{2, -3, -9, -23}, | |
{19, -5, 1, -13}, | |
{-5, -7, -6, 1}, | |
{5, -11, 1, -3}, | |
{-22, 12, 18, 10}, | |
{1, 4, 0, -6}, | |
{-3, 27, 21, 17}, | |
{-17, -5, -16, 5}, | |
{9, 19, 10, 3}, | |
{-5, 2, -16, -7}, | |
{14, -12, 10, 11}, | |
{12, 7, 9, 3}, | |
{-6, -11, -26, -1}, | |
{-6, 24, 16, -5}, | |
{2, 16, 11, -24}, | |
{-16, -3, -23, -3}, | |
{1, -4, 0, 8}, | |
{-11, 7, -8, -11}, | |
{7, 6, 7, -4}, | |
{13, 11, -1, -11}, | |
{-11, 7, 23, 5}, | |
{-6, -26, -8, 2}, | |
{-1, 0, 16, -10}, | |
{10, 8, 3, 13}, | |
{4, -16, -8, -1}, | |
{3, 1, 3, -23}, | |
{11, 0, -5, -7}, | |
{17, -2, 12, -2}, | |
{4, 1, -9, 13}, | |
{-1, 8, -11, -1}, | |
{-4, -15, 13, -9}, | |
{-6, -10, 2, -12}, | |
{-12, 1, -8, 12}, | |
{-5, 2, -2, -5}, | |
{23, -8, 2, -13}, | |
{5, 5, -6, -1}, | |
{4, 3, -5, 1}, | |
{5, -25, -7, -17}, | |
{-17, -13, 15, 4}, | |
{-16, -14, -4, 19}, | |
{2, 5, 11, 1}, | |
{7, 1, -1, -2}, | |
{-8, -17, 0, 1}, | |
{12, -13, 11, 8}, | |
{1, -12, 0, 9}, | |
{-13, 12, 5, 14}, | |
{1, -9, 7, 6}, | |
{-4, 12, -10, 0}, | |
{4, -8, 3, 0}, | |
{-3, 1, 20, 8}, | |
{1, 12, 6, -13}, | |
{-15, -7, -14, -6}, | |
{-6, 3, -17, 15}, | |
{2, 11, 3, -6}, | |
{9, -8, -1, -10}, | |
{-7, 5, 7, 3}, | |
{-3, 0, 3, -3}, | |
{22, -1, 5, 5}, | |
{-12, 1, -2, -7}, | |
{6, 0, -16, -9}, | |
{-12, 4, -11, -10}, | |
{-13, 8, -9, -21}, | |
{20, 1, -14, 9}, | |
{-3, -8, 0, -11}, | |
{1, -8, -1, 5}, | |
{15, -10, 3, -13}, | |
{-2, 3, -8, -12}, | |
{2, -2, 5, -7}, | |
{5, 1, 16, -16}, | |
{13, -2, -3, 0}, | |
{-4, -15, 0, -13}, | |
{-3, -7, 7, -16}, | |
{10, -13, -15, -10}, | |
{-11, 11, -4, -2}, | |
{5, 6, 1, 5}, | |
{-1, -6, -15, 4}, | |
{7, 12, 4, -1}, | |
{2, 1, -4, 1}, | |
{11, 11, 1, -18}, | |
{-13, 11, -9, -9}, | |
{10, -13, 26, 15}, | |
{-2, -14, -5, -10}, | |
{1, -4, -13, -12}, | |
{-1, -14, 3, 1}, | |
{-27, 8, 0, 18}, | |
{-7, 2, 18, -8}, | |
{-2, -5, 15, -7}, | |
{13, 7, 1, 6}, | |
{2, 9, -4, 0}, | |
{-11, 12, 0, -12}, | |
{-4, 1, 16, -16}, | |
{13, -1, -2, 9}, | |
{5, 16, -12, 0}, | |
{-10, -9, -4, -19}, | |
{4, 5, -1, -19}, | |
{-4, -13, 21, 14}, | |
{-12, 11, 7, -2}, | |
{6, -7, 11, -6}, | |
{3, 3, 2, -2}, | |
{-1, 7, 10, -10}, | |
{-15, 3, 11, 4}, | |
{-8, 10, 8, -19}, | |
{6, 2, -11, -4}, | |
{18, -7, 15, -5}, | |
{16, 13, 12, 3}, | |
{32, -4, -3, -9}, | |
{5, 1, -19, 3}, | |
{-9, -7, 17, 8}, | |
{17, 1, -2, 5}, | |
{-4, -12, 14, 6}, | |
{1, 22, 1, 5}, | |
{8, 9, 6, 11}, | |
{8, 3, -5, 15}, | |
{0, -12, 11, -8}, | |
{-14, -3, -2, 0}, | |
{-2, -3, 1, 1}, | |
{8, -12, 1, 2}, | |
{0, -11, -14, -10}, | |
{-9, -16, 4, -11}, | |
{9, -15, -4, 8}, | |
{-13, -3, -10, -3}, | |
{3, 2, 3, -7}, | |
{-8, 2, 18, 0}, | |
{0, 8, -6, -4}, | |
{12, -13, 7, 18}, | |
{-14, 3, -10, -1}, | |
{6, 7, -3, 4}, | |
{-6, 7, -11, 4}, | |
{5, -14, 2, 5}, | |
{-17, -7, 17, 12}}; | |
static const int kOffMax = 33; | |
static bool kCheckBounds = [&]() { | |
for (const auto& offset : kOffsets) { | |
CV_Assert(std::abs(offset[0]) < kOffMax); | |
CV_Assert(std::abs(offset[1]) < kOffMax); | |
CV_Assert(std::abs(offset[2]) < kOffMax); | |
CV_Assert(std::abs(offset[3]) < kOffMax); | |
} | |
return true; | |
}(); | |
CV_Assert(kCheckBounds); | |
CV_Assert(point.x - kOffMax >= 0); | |
CV_Assert(point.y - kOffMax >= 0); | |
CV_Assert(point.x + kOffMax < image.cols); | |
CV_Assert(point.y + kOffMax < image.rows); | |
CV_Assert(CV_8UC1 == image.type()); | |
CV_Assert(desc.rows == 1); | |
CV_Assert(desc.cols <= 64); | |
desc.setTo(0); | |
for (uint16_t i = 0; i < desc.cols * 8; ++i) { | |
const auto& offset = kOffsets[i]; | |
uint8_t j = i % 8; | |
desc.at<uint8_t>(0, i / 8) |= | |
uint8_t(image.at<uint8_t>(point.y + offset[0], point.x + offset[1]) < | |
image.at<uint8_t>(point.y + offset[2], point.x + offset[3])) | |
<< j; | |
} | |
} | |
int main() { | |
cv::VideoCapture capture(0); | |
auto features = cv::AgastFeatureDetector::create(); | |
std::vector<cv::KeyPoint> last_keypoints, curr_keypoints; | |
cv::Mat last_descriptors, curr_descriptors; | |
cv::Mat last_image, gray, blurred; | |
cv::BFMatcher::BFMatcher matcher(cv::NORM_HAMMING, true); | |
std::vector<cv::DMatch> matches; | |
while (true) { | |
cv::Mat image; | |
capture >> image; | |
std::swap(last_keypoints, curr_keypoints); | |
std::swap(last_descriptors, curr_descriptors); | |
curr_keypoints.clear(); | |
cv::cvtColor(image, gray, CV_RGB2GRAY); | |
cv::GaussianBlur(gray, blurred, cv::Size(7, 7), 2, 2, | |
cv::BORDER_REFLECT_101); | |
features->detect(gray, curr_keypoints); | |
curr_descriptors.create(curr_keypoints.size(), 64, CV_8UC1); | |
cv::Rect bounds(33, 33, image.cols - 33 * 2, image.rows - 33 * 2); | |
for (size_t i = 0; i < curr_keypoints.size(); ++i) { | |
const auto& kp = curr_keypoints[i]; | |
cv::Point pt(kp.pt.x, kp.pt.y); | |
if (bounds.contains(pt)) { | |
BRIEFDescriptor(blurred, pt, curr_descriptors.row(i)); | |
} | |
} | |
if (curr_descriptors.empty() || last_descriptors.empty()) { | |
last_image = image; | |
continue; | |
} | |
matches.clear(); | |
matcher.match(curr_descriptors, last_descriptors, matches); | |
cv::Mat match_image; | |
cv::drawMatches(image, curr_keypoints, last_image, last_keypoints, matches, | |
match_image); | |
last_image = image; | |
cv::imshow("image", match_image); | |
cv::waitKey(20); | |
} | |
} |
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