/*M/////////////////////////////////////////////////////////////////////////////////////// // // IMPORTANT: READ BEFORE DOWNLOADING, COPYING, INSTALLING OR USING. // // By downloading, copying, installing or using the software you agree to this license. // If you do not agree to this license, do not download, install, // copy or use the software. // // // License Agreement // For Open Source Computer Vision Library // // Copyright (C) 2000-2008, Intel Corporation, all rights reserved. // Copyright (C) 2009, Willow Garage Inc., all rights reserved. // Third party copyrights are property of their respective owners. // // Redistribution and use in source and binary forms, with or without modification, // are permitted provided that the following conditions are met: // // * Redistribution's of source code must retain the above copyright notice, // this list of conditions and the following disclaimer. // // * Redistribution's in binary form must reproduce the above copyright notice, // this list of conditions and the following disclaimer in the documentation // and/or other materials provided with the distribution. // // * The name of the copyright holders may not be used to endorse or promote products // derived from this software without specific prior written permission. // // This software is provided by the copyright holders and contributors "as is" and // any express or implied warranties, including, but not limited to, the implied // warranties of merchantability and fitness for a particular purpose are disclaimed. // In no event shall the Intel Corporation or contributors be liable for any direct, // indirect, incidental, special, exemplary, or consequential damages // (including, but not limited to, procurement of substitute goods or services; // loss of use, data, or profits; or business interruption) however caused // and on any theory of liability, whether in contract, strict liability, // or tort (including negligence or otherwise) arising in any way out of // the use of this software, even if advised of the possibility of such damage. // // Copyright (c) 2010, Paul Furgale, Chi Hay Tong // // The original code was written by Paul Furgale and Chi Hay Tong // and later optimized and prepared for integration into OpenCV by Itseez. // //M*/ #include "internal_shared.hpp" #include "opencv2/gpu/device/limits.hpp" #include "opencv2/gpu/device/saturate_cast.hpp" #include "opencv2/gpu/device/utility.hpp" #include "opencv2/gpu/device/functional.hpp" using namespace cv::gpu; using namespace cv::gpu::device; #define CV_PI 3.1415926535897932384626433832795f namespace cv { namespace gpu { namespace surf { //////////////////////////////////////////////////////////////////////// // Global parameters // The maximum number of features (before subpixel interpolation) that memory is reserved for. __constant__ int c_max_candidates; // The maximum number of features that memory is reserved for. __constant__ int c_max_features; // The image size. __constant__ int c_img_rows; __constant__ int c_img_cols; // The number of layers. __constant__ int c_nOctaveLayers; // The hessian threshold. __constant__ float c_hessianThreshold; // The current octave. __constant__ int c_octave; // The current layer size. __constant__ int c_layer_rows; __constant__ int c_layer_cols; //////////////////////////////////////////////////////////////////////// // Integral image texture texture sumTex(0, cudaFilterModePoint, cudaAddressModeClamp); texture maskSumTex(0, cudaFilterModePoint, cudaAddressModeClamp); template __device__ float icvCalcHaarPatternSum(const float src[][5], int oldSize, int newSize, int y, int x) { #if defined (__CUDA_ARCH__) && __CUDA_ARCH__ >= 200 typedef double real_t; #else typedef float real_t; #endif float ratio = (float)newSize / oldSize; real_t d = 0; #pragma unroll for (int k = 0; k < N; ++k) { int dx1 = __float2int_rn(ratio * src[k][0]); int dy1 = __float2int_rn(ratio * src[k][1]); int dx2 = __float2int_rn(ratio * src[k][2]); int dy2 = __float2int_rn(ratio * src[k][3]); real_t t = 0; t += tex2D(sumTex, x + dx1, y + dy1); t -= tex2D(sumTex, x + dx1, y + dy2); t -= tex2D(sumTex, x + dx2, y + dy1); t += tex2D(sumTex, x + dx2, y + dy2); d += t * src[k][4] / ((dx2 - dx1) * (dy2 - dy1)); } return (float)d; } //////////////////////////////////////////////////////////////////////// // Hessian __constant__ float c_DX [3][5] = { {0, 2, 3, 7, 1}, {3, 2, 6, 7, -2}, {6, 2, 9, 7, 1} }; __constant__ float c_DY [3][5] = { {2, 0, 7, 3, 1}, {2, 3, 7, 6, -2}, {2, 6, 7, 9, 1} }; __constant__ float c_DXY[4][5] = { {1, 1, 4, 4, 1}, {5, 1, 8, 4, -1}, {1, 5, 4, 8, -1}, {5, 5, 8, 8, 1} }; __host__ __device__ __forceinline__ int calcSize(int octave, int layer) { /* Wavelet size at first layer of first octave. */ const int HAAR_SIZE0 = 9; /* Wavelet size increment between layers. This should be an even number, such that the wavelet sizes in an octave are either all even or all odd. This ensures that when looking for the neighbours of a sample, the layers above and below are aligned correctly. */ const int HAAR_SIZE_INC = 6; return (HAAR_SIZE0 + HAAR_SIZE_INC * layer) << octave; } __global__ void icvCalcLayerDetAndTrace(PtrStepf det, PtrStepf trace) { // Determine the indices const int gridDim_y = gridDim.y / (c_nOctaveLayers + 2); const int blockIdx_y = blockIdx.y % gridDim_y; const int blockIdx_z = blockIdx.y / gridDim_y; const int j = threadIdx.x + blockIdx.x * blockDim.x; const int i = threadIdx.y + blockIdx_y * blockDim.y; const int layer = blockIdx_z; const int size = calcSize(c_octave, layer); const int samples_i = 1 + ((c_img_rows - size) >> c_octave); const int samples_j = 1 + ((c_img_cols - size) >> c_octave); // Ignore pixels where some of the kernel is outside the image const int margin = (size >> 1) >> c_octave; if (size <= c_img_rows && size <= c_img_cols && i < samples_i && j < samples_j) { const float dx = icvCalcHaarPatternSum<3>(c_DX , 9, size, i << c_octave, j << c_octave); const float dy = icvCalcHaarPatternSum<3>(c_DY , 9, size, i << c_octave, j << c_octave); const float dxy = icvCalcHaarPatternSum<4>(c_DXY, 9, size, i << c_octave, j << c_octave); det.ptr(layer * c_layer_rows + i + margin)[j + margin] = dx * dy - 0.81f * dxy * dxy; trace.ptr(layer * c_layer_rows + i + margin)[j + margin] = dx + dy; } } void icvCalcLayerDetAndTrace_gpu(const PtrStepf& det, const PtrStepf& trace, int img_rows, int img_cols, int octave, int nOctaveLayers) { const int min_size = calcSize(octave, 0); const int max_samples_i = 1 + ((img_rows - min_size) >> octave); const int max_samples_j = 1 + ((img_cols - min_size) >> octave); dim3 threads(16, 16); dim3 grid; grid.x = divUp(max_samples_j, threads.x); grid.y = divUp(max_samples_i, threads.y) * (nOctaveLayers + 2); icvCalcLayerDetAndTrace<<>>(det, trace); cudaSafeCall( cudaGetLastError() ); cudaSafeCall( cudaDeviceSynchronize() ); } //////////////////////////////////////////////////////////////////////// // NONMAX struct WithOutMask { static __device__ __forceinline__ bool check(int, int, int) { return true; } }; __constant__ float c_DM[5] = {0, 0, 9, 9, 1}; struct WithMask { static __device__ bool check(int sum_i, int sum_j, int size) { float ratio = (float)size / 9.0f; float d = 0; int dx1 = __float2int_rn(ratio * c_DM[0]); int dy1 = __float2int_rn(ratio * c_DM[1]); int dx2 = __float2int_rn(ratio * c_DM[2]); int dy2 = __float2int_rn(ratio * c_DM[3]); float t = 0; t += tex2D(maskSumTex, sum_j + dx1, sum_i + dy1); t -= tex2D(maskSumTex, sum_j + dx1, sum_i + dy2); t -= tex2D(maskSumTex, sum_j + dx2, sum_i + dy1); t += tex2D(maskSumTex, sum_j + dx2, sum_i + dy2); d += t * c_DM[4] / ((dx2 - dx1) * (dy2 - dy1)); return (d >= 0.5f); } }; template __global__ void icvFindMaximaInLayer(PtrStepf det, PtrStepf trace, int4* maxPosBuffer, unsigned int* maxCounter) { #if defined (__CUDA_ARCH__) && __CUDA_ARCH__ >= 110 extern __shared__ float N9[]; // The hidx variables are the indices to the hessian buffer. const int gridDim_y = gridDim.y / c_nOctaveLayers; const int blockIdx_y = blockIdx.y % gridDim_y; const int blockIdx_z = blockIdx.y / gridDim_y; const int layer = blockIdx_z + 1; const int size = calcSize(c_octave, layer); // Ignore pixels without a 3x3x3 neighbourhood in the layer above const int margin = ((calcSize(c_octave, layer + 1) >> 1) >> c_octave) + 1; const int j = threadIdx.x + blockIdx.x * (blockDim.x - 2) + margin - 1; const int i = threadIdx.y + blockIdx_y * (blockDim.y - 2) + margin - 1; // Is this thread within the hessian buffer? const int zoff = blockDim.x * blockDim.y; const int localLin = threadIdx.x + threadIdx.y * blockDim.x + zoff; N9[localLin - zoff] = det.ptr(c_layer_rows * (layer - 1) + i)[j]; N9[localLin ] = det.ptr(c_layer_rows * (layer ) + i)[j]; N9[localLin + zoff] = det.ptr(c_layer_rows * (layer + 1) + i)[j]; __syncthreads(); if (i < c_layer_rows - margin && j < c_layer_cols - margin && threadIdx.x > 0 && threadIdx.x < blockDim.x - 1 && threadIdx.y > 0 && threadIdx.y < blockDim.y - 1) { float val0 = N9[localLin]; if (val0 > c_hessianThreshold) { // Coordinates for the start of the wavelet in the sum image. There // is some integer division involved, so don't try to simplify this // (cancel out sampleStep) without checking the result is the same const int sum_i = (i - ((size >> 1) >> c_octave)) << c_octave; const int sum_j = (j - ((size >> 1) >> c_octave)) << c_octave; if (Mask::check(sum_i, sum_j, size)) { // Check to see if we have a max (in its 26 neighbours) const bool condmax = val0 > N9[localLin - 1 - blockDim.x - zoff] && val0 > N9[localLin - blockDim.x - zoff] && val0 > N9[localLin + 1 - blockDim.x - zoff] && val0 > N9[localLin - 1 - zoff] && val0 > N9[localLin - zoff] && val0 > N9[localLin + 1 - zoff] && val0 > N9[localLin - 1 + blockDim.x - zoff] && val0 > N9[localLin + blockDim.x - zoff] && val0 > N9[localLin + 1 + blockDim.x - zoff] && val0 > N9[localLin - 1 - blockDim.x] && val0 > N9[localLin - blockDim.x] && val0 > N9[localLin + 1 - blockDim.x] && val0 > N9[localLin - 1 ] && val0 > N9[localLin + 1 ] && val0 > N9[localLin - 1 + blockDim.x] && val0 > N9[localLin + blockDim.x] && val0 > N9[localLin + 1 + blockDim.x] && val0 > N9[localLin - 1 - blockDim.x + zoff] && val0 > N9[localLin - blockDim.x + zoff] && val0 > N9[localLin + 1 - blockDim.x + zoff] && val0 > N9[localLin - 1 + zoff] && val0 > N9[localLin + zoff] && val0 > N9[localLin + 1 + zoff] && val0 > N9[localLin - 1 + blockDim.x + zoff] && val0 > N9[localLin + blockDim.x + zoff] && val0 > N9[localLin + 1 + blockDim.x + zoff] ; if(condmax) { unsigned int ind = atomicInc(maxCounter,(unsigned int) -1); if (ind < c_max_candidates) { const int laplacian = (int) copysignf(1.0f, trace.ptr(layer * c_layer_rows + i)[j]); maxPosBuffer[ind] = make_int4(j, i, layer, laplacian); } } } } } #endif } void icvFindMaximaInLayer_gpu(const PtrStepf& det, const PtrStepf& trace, int4* maxPosBuffer, unsigned int* maxCounter, int img_rows, int img_cols, int octave, bool use_mask, int nOctaveLayers) { const int layer_rows = img_rows >> octave; const int layer_cols = img_cols >> octave; int min_margin = ((calcSize(octave, 2) >> 1) >> octave) + 1; dim3 threads(16, 16); dim3 grid; grid.x = divUp(layer_cols - 2 * min_margin, threads.x - 2); grid.y = divUp(layer_rows - 2 * min_margin, threads.y - 2) * nOctaveLayers; const size_t smem_size = threads.x * threads.y * 3 * sizeof(float); if (use_mask) icvFindMaximaInLayer<<>>(det, trace, maxPosBuffer, maxCounter); else icvFindMaximaInLayer<<>>(det, trace, maxPosBuffer, maxCounter); cudaSafeCall( cudaGetLastError() ); cudaSafeCall( cudaDeviceSynchronize() ); } //////////////////////////////////////////////////////////////////////// // INTERPOLATION __global__ void icvInterpolateKeypoint(PtrStepf det, const int4* maxPosBuffer, float* featureX, float* featureY, int* featureLaplacian, float* featureSize, float* featureHessian, unsigned int* featureCounter) { #if defined (__CUDA_ARCH__) && __CUDA_ARCH__ >= 110 const int4 maxPos = maxPosBuffer[blockIdx.x]; const int j = maxPos.x - 1 + threadIdx.x; const int i = maxPos.y - 1 + threadIdx.y; const int layer = maxPos.z - 1 + threadIdx.z; __shared__ float N9[3][3][3]; N9[threadIdx.z][threadIdx.y][threadIdx.x] = det.ptr(c_layer_rows * layer + i)[j]; __syncthreads(); if (threadIdx.x == 0 && threadIdx.y == 0 && threadIdx.z == 0) { __shared__ float dD[3]; //dx dD[0] = -0.5f * (N9[1][1][2] - N9[1][1][0]); //dy dD[1] = -0.5f * (N9[1][2][1] - N9[1][0][1]); //ds dD[2] = -0.5f * (N9[2][1][1] - N9[0][1][1]); __shared__ float H[3][3]; //dxx H[0][0] = N9[1][1][0] - 2.0f * N9[1][1][1] + N9[1][1][2]; //dxy H[0][1]= 0.25f * (N9[1][2][2] - N9[1][2][0] - N9[1][0][2] + N9[1][0][0]); //dxs H[0][2]= 0.25f * (N9[2][1][2] - N9[2][1][0] - N9[0][1][2] + N9[0][1][0]); //dyx = dxy H[1][0] = H[0][1]; //dyy H[1][1] = N9[1][0][1] - 2.0f * N9[1][1][1] + N9[1][2][1]; //dys H[1][2]= 0.25f * (N9[2][2][1] - N9[2][0][1] - N9[0][2][1] + N9[0][0][1]); //dsx = dxs H[2][0] = H[0][2]; //dsy = dys H[2][1] = H[1][2]; //dss H[2][2] = N9[0][1][1] - 2.0f * N9[1][1][1] + N9[2][1][1]; __shared__ float x[3]; if (solve3x3(H, dD, x)) { if (fabs(x[0]) <= 1.f && fabs(x[1]) <= 1.f && fabs(x[2]) <= 1.f) { // if the step is within the interpolation region, perform it const int size = calcSize(c_octave, maxPos.z); const int sum_i = (maxPos.y - ((size >> 1) >> c_octave)) << c_octave; const int sum_j = (maxPos.x - ((size >> 1) >> c_octave)) << c_octave; const float center_i = sum_i + (float)(size - 1) / 2; const float center_j = sum_j + (float)(size - 1) / 2; const float px = center_j + x[0] * (1 << c_octave); const float py = center_i + x[1] * (1 << c_octave); const int ds = size - calcSize(c_octave, maxPos.z - 1); const float psize = roundf(size + x[2] * ds); /* The sampling intervals and wavelet sized for selecting an orientation and building the keypoint descriptor are defined relative to 's' */ const float s = psize * 1.2f / 9.0f; /* To find the dominant orientation, the gradients in x and y are sampled in a circle of radius 6s using wavelets of size 4s. We ensure the gradient wavelet size is even to ensure the wavelet pattern is balanced and symmetric around its center */ const int grad_wav_size = 2 * __float2int_rn(2.0f * s); // check when grad_wav_size is too big if ((c_img_rows + 1) >= grad_wav_size && (c_img_cols + 1) >= grad_wav_size) { // Get a new feature index. unsigned int ind = atomicInc(featureCounter, (unsigned int)-1); if (ind < c_max_features) { featureX[ind] = px; featureY[ind] = py; featureLaplacian[ind] = maxPos.w; featureSize[ind] = psize; featureHessian[ind] = N9[1][1][1]; } } // grad_wav_size check } // If the subpixel interpolation worked } } // If this is thread 0. #endif } void icvInterpolateKeypoint_gpu(const PtrStepf& det, const int4* maxPosBuffer, unsigned int maxCounter, float* featureX, float* featureY, int* featureLaplacian, float* featureSize, float* featureHessian, unsigned int* featureCounter) { dim3 threads; threads.x = 3; threads.y = 3; threads.z = 3; dim3 grid; grid.x = maxCounter; icvInterpolateKeypoint<<>>(det, maxPosBuffer, featureX, featureY, featureLaplacian, featureSize, featureHessian, featureCounter); cudaSafeCall( cudaGetLastError() ); cudaSafeCall( cudaDeviceSynchronize() ); } //////////////////////////////////////////////////////////////////////// // Orientation #define ORI_SEARCH_INC 5 #define ORI_WIN 60 #define ORI_SAMPLES 113 __constant__ float c_aptX[ORI_SAMPLES] = {-6, -5, -5, -5, -5, -5, -5, -5, -4, -4, -4, -4, -4, -4, -4, -4, -4, -3, -3, -3, -3, -3, -3, -3, -3, -3, -3, -3, -2, -2, -2, -2, -2, -2, -2, -2, -2, -2, -2, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 6}; __constant__ float c_aptY[ORI_SAMPLES] = {0, -3, -2, -1, 0, 1, 2, 3, -4, -3, -2, -1, 0, 1, 2, 3, 4, -5, -4, -3, -2, -1, 0, 1, 2, 3, 4, 5, -5, -4, -3, -2, -1, 0, 1, 2, 3, 4, 5, -5, -4, -3, -2, -1, 0, 1, 2, 3, 4, 5, -6, -5, -4, -3, -2, -1, 0, 1, 2, 3, 4, 5, 6, -5, -4, -3, -2, -1, 0, 1, 2, 3, 4, 5, -5, -4, -3, -2, -1, 0, 1, 2, 3, 4, 5, -5, -4, -3, -2, -1, 0, 1, 2, 3, 4, 5, -4, -3, -2, -1, 0, 1, 2, 3, 4, -3, -2, -1, 0, 1, 2, 3, 0}; __constant__ float c_aptW[ORI_SAMPLES] = {0.001455130288377404f, 0.001707611023448408f, 0.002547456417232752f, 0.003238451667129993f, 0.0035081731621176f, 0.003238451667129993f, 0.002547456417232752f, 0.001707611023448408f, 0.002003900473937392f, 0.0035081731621176f, 0.005233579315245152f, 0.00665318313986063f, 0.00720730796456337f, 0.00665318313986063f, 0.005233579315245152f, 0.0035081731621176f, 0.002003900473937392f, 0.001707611023448408f, 0.0035081731621176f, 0.006141661666333675f, 0.009162282571196556f, 0.01164754293859005f, 0.01261763460934162f, 0.01164754293859005f, 0.009162282571196556f, 0.006141661666333675f, 0.0035081731621176f, 0.001707611023448408f, 0.002547456417232752f, 0.005233579315245152f, 0.009162282571196556f, 0.01366852037608624f, 0.01737609319388866f, 0.0188232995569706f, 0.01737609319388866f, 0.01366852037608624f, 0.009162282571196556f, 0.005233579315245152f, 0.002547456417232752f, 0.003238451667129993f, 0.00665318313986063f, 0.01164754293859005f, 0.01737609319388866f, 0.02208934165537357f, 0.02392910048365593f, 0.02208934165537357f, 0.01737609319388866f, 0.01164754293859005f, 0.00665318313986063f, 0.003238451667129993f, 0.001455130288377404f, 0.0035081731621176f, 0.00720730796456337f, 0.01261763460934162f, 0.0188232995569706f, 0.02392910048365593f, 0.02592208795249462f, 0.02392910048365593f, 0.0188232995569706f, 0.01261763460934162f, 0.00720730796456337f, 0.0035081731621176f, 0.001455130288377404f, 0.003238451667129993f, 0.00665318313986063f, 0.01164754293859005f, 0.01737609319388866f, 0.02208934165537357f, 0.02392910048365593f, 0.02208934165537357f, 0.01737609319388866f, 0.01164754293859005f, 0.00665318313986063f, 0.003238451667129993f, 0.002547456417232752f, 0.005233579315245152f, 0.009162282571196556f, 0.01366852037608624f, 0.01737609319388866f, 0.0188232995569706f, 0.01737609319388866f, 0.01366852037608624f, 0.009162282571196556f, 0.005233579315245152f, 0.002547456417232752f, 0.001707611023448408f, 0.0035081731621176f, 0.006141661666333675f, 0.009162282571196556f, 0.01164754293859005f, 0.01261763460934162f, 0.01164754293859005f, 0.009162282571196556f, 0.006141661666333675f, 0.0035081731621176f, 0.001707611023448408f, 0.002003900473937392f, 0.0035081731621176f, 0.005233579315245152f, 0.00665318313986063f, 0.00720730796456337f, 0.00665318313986063f, 0.005233579315245152f, 0.0035081731621176f, 0.002003900473937392f, 0.001707611023448408f, 0.002547456417232752f, 0.003238451667129993f, 0.0035081731621176f, 0.003238451667129993f, 0.002547456417232752f, 0.001707611023448408f, 0.001455130288377404f}; __constant__ float c_NX[2][5] = {{0, 0, 2, 4, -1}, {2, 0, 4, 4, 1}}; __constant__ float c_NY[2][5] = {{0, 0, 4, 2, 1}, {0, 2, 4, 4, -1}}; __global__ void icvCalcOrientation(const float* featureX, const float* featureY, const float* featureSize, float* featureDir) { #if defined (__CUDA_ARCH__) && __CUDA_ARCH__ >= 110 __shared__ float s_X[128]; __shared__ float s_Y[128]; __shared__ float s_angle[128]; __shared__ float s_sum[32 * 4]; /* The sampling intervals and wavelet sized for selecting an orientation and building the keypoint descriptor are defined relative to 's' */ const float s = featureSize[blockIdx.x] * 1.2f / 9.0f; /* To find the dominant orientation, the gradients in x and y are sampled in a circle of radius 6s using wavelets of size 4s. We ensure the gradient wavelet size is even to ensure the wavelet pattern is balanced and symmetric around its center */ const int grad_wav_size = 2 * __float2int_rn(2.0f * s); // check when grad_wav_size is too big if ((c_img_rows + 1) >= grad_wav_size && (c_img_cols + 1) >= grad_wav_size) { // Calc X, Y, angle and store it to shared memory const int tid = threadIdx.y * blockDim.x + threadIdx.x; float X = 0.0f, Y = 0.0f, angle = 0.0f; if (tid < ORI_SAMPLES) { const float margin = (float)(grad_wav_size - 1) / 2.0f; const int x = __float2int_rn(featureX[blockIdx.x] + c_aptX[tid] * s - margin); const int y = __float2int_rn(featureY[blockIdx.x] + c_aptY[tid] * s - margin); if ((unsigned)y < (unsigned)((c_img_rows + 1) - grad_wav_size) && (unsigned)x < (unsigned)((c_img_cols + 1) - grad_wav_size)) { X = c_aptW[tid] * icvCalcHaarPatternSum<2>(c_NX, 4, grad_wav_size, y, x); Y = c_aptW[tid] * icvCalcHaarPatternSum<2>(c_NY, 4, grad_wav_size, y, x); angle = atan2f(Y, X); if (angle < 0) angle += 2.0f * CV_PI; angle *= 180.0f / CV_PI; } } s_X[tid] = X; s_Y[tid] = Y; s_angle[tid] = angle; __syncthreads(); float bestx = 0, besty = 0, best_mod = 0; #pragma unroll for (int i = 0; i < 18; ++i) { const int dir = (i * 4 + threadIdx.y) * ORI_SEARCH_INC; float sumx = 0.0f, sumy = 0.0f; int d = abs(__float2int_rn(s_angle[threadIdx.x]) - dir); if (d < ORI_WIN / 2 || d > 360 - ORI_WIN / 2) { sumx = s_X[threadIdx.x]; sumy = s_Y[threadIdx.x]; } d = abs(__float2int_rn(s_angle[threadIdx.x + 32]) - dir); if (d < ORI_WIN / 2 || d > 360 - ORI_WIN / 2) { sumx += s_X[threadIdx.x + 32]; sumy += s_Y[threadIdx.x + 32]; } d = abs(__float2int_rn(s_angle[threadIdx.x + 64]) - dir); if (d < ORI_WIN / 2 || d > 360 - ORI_WIN / 2) { sumx += s_X[threadIdx.x + 64]; sumy += s_Y[threadIdx.x + 64]; } d = abs(__float2int_rn(s_angle[threadIdx.x + 96]) - dir); if (d < ORI_WIN / 2 || d > 360 - ORI_WIN / 2) { sumx += s_X[threadIdx.x + 96]; sumy += s_Y[threadIdx.x + 96]; } float* s_sum_row = s_sum + threadIdx.y * 32; warpReduce32(s_sum_row, sumx, threadIdx.x, plus()); warpReduce32(s_sum_row, sumy, threadIdx.x, plus()); const float temp_mod = sumx * sumx + sumy * sumy; if (temp_mod > best_mod) { best_mod = temp_mod; bestx = sumx; besty = sumy; } } if (threadIdx.x == 0) { s_X[threadIdx.y] = bestx; s_Y[threadIdx.y] = besty; s_angle[threadIdx.y] = best_mod; } __syncthreads(); if (threadIdx.x < 2 && threadIdx.y == 0) { volatile float* v_x = s_X; volatile float* v_y = s_Y; volatile float* v_mod = s_angle; bestx = v_x[threadIdx.x]; besty = v_y[threadIdx.x]; best_mod = v_mod[threadIdx.x]; float temp_mod = v_mod[threadIdx.x + 2]; if (temp_mod > best_mod) { v_x[threadIdx.x] = bestx = v_x[threadIdx.x + 2]; v_y[threadIdx.x] = besty = v_y[threadIdx.x + 2]; v_mod[threadIdx.x] = best_mod = temp_mod; } temp_mod = v_mod[threadIdx.x + 1]; if (temp_mod > best_mod) { v_x[threadIdx.x] = bestx = v_x[threadIdx.x + 1]; v_y[threadIdx.x] = besty = v_y[threadIdx.x + 1]; } } if (threadIdx.x == 0 && threadIdx.y == 0 && best_mod != 0) { float kp_dir = atan2f(besty, bestx); if (kp_dir < 0) kp_dir += 2.0f * CV_PI; kp_dir *= 180.0f / CV_PI; featureDir[blockIdx.x] = kp_dir; } } #endif } #undef ORI_SEARCH_INC #undef ORI_WIN #undef ORI_SAMPLES void icvCalcOrientation_gpu(const float* featureX, const float* featureY, const float* featureSize, float* featureDir, int nFeatures) { dim3 threads; threads.x = 32; threads.y = 4; dim3 grid; grid.x = nFeatures; icvCalcOrientation<<>>(featureX, featureY, featureSize, featureDir); cudaSafeCall( cudaGetLastError() ); cudaSafeCall( cudaDeviceSynchronize() ); } //////////////////////////////////////////////////////////////////////// // Descriptors #define PATCH_SZ 20 texture imgTex(0, cudaFilterModePoint, cudaAddressModeClamp); __constant__ float c_DW[PATCH_SZ * PATCH_SZ] = { 3.695352233989979e-006f, 8.444558261544444e-006f, 1.760426494001877e-005f, 3.34794785885606e-005f, 5.808438800158911e-005f, 9.193058212986216e-005f, 0.0001327334757661447f, 0.0001748319627949968f, 0.0002100782439811155f, 0.0002302826324012131f, 0.0002302826324012131f, 0.0002100782439811155f, 0.0001748319627949968f, 0.0001327334757661447f, 9.193058212986216e-005f, 5.808438800158911e-005f, 3.34794785885606e-005f, 1.760426494001877e-005f, 8.444558261544444e-006f, 3.695352233989979e-006f, 8.444558261544444e-006f, 1.929736572492402e-005f, 4.022897701361217e-005f, 7.650675252079964e-005f, 0.0001327334903180599f, 0.0002100782585330308f, 0.0003033203829545528f, 0.0003995231236331165f, 0.0004800673632416874f, 0.0005262381164357066f, 0.0005262381164357066f, 0.0004800673632416874f, 0.0003995231236331165f, 0.0003033203829545528f, 0.0002100782585330308f, 0.0001327334903180599f, 7.650675252079964e-005f, 4.022897701361217e-005f, 1.929736572492402e-005f, 8.444558261544444e-006f, 1.760426494001877e-005f, 4.022897701361217e-005f, 8.386484114453197e-005f, 0.0001594926579855382f, 0.0002767078403849155f, 0.0004379475140012801f, 0.0006323281559161842f, 0.0008328808471560478f, 0.001000790391117334f, 0.001097041997127235f, 0.001097041997127235f, 0.001000790391117334f, 0.0008328808471560478f, 0.0006323281559161842f, 0.0004379475140012801f, 0.0002767078403849155f, 0.0001594926579855382f, 8.386484114453197e-005f, 4.022897701361217e-005f, 1.760426494001877e-005f, 3.34794785885606e-005f, 7.650675252079964e-005f, 0.0001594926579855382f, 0.0003033203247468919f, 0.0005262380582280457f, 0.0008328807889483869f, 0.001202550483867526f, 0.001583957928232849f, 0.001903285388834775f, 0.002086334861814976f, 0.002086334861814976f, 0.001903285388834775f, 0.001583957928232849f, 0.001202550483867526f, 0.0008328807889483869f, 0.0005262380582280457f, 0.0003033203247468919f, 0.0001594926579855382f, 7.650675252079964e-005f, 3.34794785885606e-005f, 5.808438800158911e-005f, 0.0001327334903180599f, 0.0002767078403849155f, 0.0005262380582280457f, 0.0009129836107604206f, 0.001444985857233405f, 0.002086335094645619f, 0.002748048631474376f, 0.00330205773934722f, 0.003619635012000799f, 0.003619635012000799f, 0.00330205773934722f, 0.002748048631474376f, 0.002086335094645619f, 0.001444985857233405f, 0.0009129836107604206f, 0.0005262380582280457f, 0.0002767078403849155f, 0.0001327334903180599f, 5.808438800158911e-005f, 9.193058212986216e-005f, 0.0002100782585330308f, 0.0004379475140012801f, 0.0008328807889483869f, 0.001444985857233405f, 0.002286989474669099f, 0.00330205773934722f, 0.004349356517195702f, 0.00522619066759944f, 0.005728822201490402f, 0.005728822201490402f, 0.00522619066759944f, 0.004349356517195702f, 0.00330205773934722f, 0.002286989474669099f, 0.001444985857233405f, 0.0008328807889483869f, 0.0004379475140012801f, 0.0002100782585330308f, 9.193058212986216e-005f, 0.0001327334757661447f, 0.0003033203829545528f, 0.0006323281559161842f, 0.001202550483867526f, 0.002086335094645619f, 0.00330205773934722f, 0.004767658654600382f, 0.006279794964939356f, 0.007545807864516974f, 0.008271530270576477f, 0.008271530270576477f, 0.007545807864516974f, 0.006279794964939356f, 0.004767658654600382f, 0.00330205773934722f, 0.002086335094645619f, 0.001202550483867526f, 0.0006323281559161842f, 0.0003033203829545528f, 0.0001327334757661447f, 0.0001748319627949968f, 0.0003995231236331165f, 0.0008328808471560478f, 0.001583957928232849f, 0.002748048631474376f, 0.004349356517195702f, 0.006279794964939356f, 0.008271529339253902f, 0.009939077310264111f, 0.01089497376233339f, 0.01089497376233339f, 0.009939077310264111f, 0.008271529339253902f, 0.006279794964939356f, 0.004349356517195702f, 0.002748048631474376f, 0.001583957928232849f, 0.0008328808471560478f, 0.0003995231236331165f, 0.0001748319627949968f, 0.0002100782439811155f, 0.0004800673632416874f, 0.001000790391117334f, 0.001903285388834775f, 0.00330205773934722f, 0.00522619066759944f, 0.007545807864516974f, 0.009939077310264111f, 0.01194280479103327f, 0.01309141051024199f, 0.01309141051024199f, 0.01194280479103327f, 0.009939077310264111f, 0.007545807864516974f, 0.00522619066759944f, 0.00330205773934722f, 0.001903285388834775f, 0.001000790391117334f, 0.0004800673632416874f, 0.0002100782439811155f, 0.0002302826324012131f, 0.0005262381164357066f, 0.001097041997127235f, 0.002086334861814976f, 0.003619635012000799f, 0.005728822201490402f, 0.008271530270576477f, 0.01089497376233339f, 0.01309141051024199f, 0.01435048412531614f, 0.01435048412531614f, 0.01309141051024199f, 0.01089497376233339f, 0.008271530270576477f, 0.005728822201490402f, 0.003619635012000799f, 0.002086334861814976f, 0.001097041997127235f, 0.0005262381164357066f, 0.0002302826324012131f, 0.0002302826324012131f, 0.0005262381164357066f, 0.001097041997127235f, 0.002086334861814976f, 0.003619635012000799f, 0.005728822201490402f, 0.008271530270576477f, 0.01089497376233339f, 0.01309141051024199f, 0.01435048412531614f, 0.01435048412531614f, 0.01309141051024199f, 0.01089497376233339f, 0.008271530270576477f, 0.005728822201490402f, 0.003619635012000799f, 0.002086334861814976f, 0.001097041997127235f, 0.0005262381164357066f, 0.0002302826324012131f, 0.0002100782439811155f, 0.0004800673632416874f, 0.001000790391117334f, 0.001903285388834775f, 0.00330205773934722f, 0.00522619066759944f, 0.007545807864516974f, 0.009939077310264111f, 0.01194280479103327f, 0.01309141051024199f, 0.01309141051024199f, 0.01194280479103327f, 0.009939077310264111f, 0.007545807864516974f, 0.00522619066759944f, 0.00330205773934722f, 0.001903285388834775f, 0.001000790391117334f, 0.0004800673632416874f, 0.0002100782439811155f, 0.0001748319627949968f, 0.0003995231236331165f, 0.0008328808471560478f, 0.001583957928232849f, 0.002748048631474376f, 0.004349356517195702f, 0.006279794964939356f, 0.008271529339253902f, 0.009939077310264111f, 0.01089497376233339f, 0.01089497376233339f, 0.009939077310264111f, 0.008271529339253902f, 0.006279794964939356f, 0.004349356517195702f, 0.002748048631474376f, 0.001583957928232849f, 0.0008328808471560478f, 0.0003995231236331165f, 0.0001748319627949968f, 0.0001327334757661447f, 0.0003033203829545528f, 0.0006323281559161842f, 0.001202550483867526f, 0.002086335094645619f, 0.00330205773934722f, 0.004767658654600382f, 0.006279794964939356f, 0.007545807864516974f, 0.008271530270576477f, 0.008271530270576477f, 0.007545807864516974f, 0.006279794964939356f, 0.004767658654600382f, 0.00330205773934722f, 0.002086335094645619f, 0.001202550483867526f, 0.0006323281559161842f, 0.0003033203829545528f, 0.0001327334757661447f, 9.193058212986216e-005f, 0.0002100782585330308f, 0.0004379475140012801f, 0.0008328807889483869f, 0.001444985857233405f, 0.002286989474669099f, 0.00330205773934722f, 0.004349356517195702f, 0.00522619066759944f, 0.005728822201490402f, 0.005728822201490402f, 0.00522619066759944f, 0.004349356517195702f, 0.00330205773934722f, 0.002286989474669099f, 0.001444985857233405f, 0.0008328807889483869f, 0.0004379475140012801f, 0.0002100782585330308f, 9.193058212986216e-005f, 5.808438800158911e-005f, 0.0001327334903180599f, 0.0002767078403849155f, 0.0005262380582280457f, 0.0009129836107604206f, 0.001444985857233405f, 0.002086335094645619f, 0.002748048631474376f, 0.00330205773934722f, 0.003619635012000799f, 0.003619635012000799f, 0.00330205773934722f, 0.002748048631474376f, 0.002086335094645619f, 0.001444985857233405f, 0.0009129836107604206f, 0.0005262380582280457f, 0.0002767078403849155f, 0.0001327334903180599f, 5.808438800158911e-005f, 3.34794785885606e-005f, 7.650675252079964e-005f, 0.0001594926579855382f, 0.0003033203247468919f, 0.0005262380582280457f, 0.0008328807889483869f, 0.001202550483867526f, 0.001583957928232849f, 0.001903285388834775f, 0.002086334861814976f, 0.002086334861814976f, 0.001903285388834775f, 0.001583957928232849f, 0.001202550483867526f, 0.0008328807889483869f, 0.0005262380582280457f, 0.0003033203247468919f, 0.0001594926579855382f, 7.650675252079964e-005f, 3.34794785885606e-005f, 1.760426494001877e-005f, 4.022897701361217e-005f, 8.386484114453197e-005f, 0.0001594926579855382f, 0.0002767078403849155f, 0.0004379475140012801f, 0.0006323281559161842f, 0.0008328808471560478f, 0.001000790391117334f, 0.001097041997127235f, 0.001097041997127235f, 0.001000790391117334f, 0.0008328808471560478f, 0.0006323281559161842f, 0.0004379475140012801f, 0.0002767078403849155f, 0.0001594926579855382f, 8.386484114453197e-005f, 4.022897701361217e-005f, 1.760426494001877e-005f, 8.444558261544444e-006f, 1.929736572492402e-005f, 4.022897701361217e-005f, 7.650675252079964e-005f, 0.0001327334903180599f, 0.0002100782585330308f, 0.0003033203829545528f, 0.0003995231236331165f, 0.0004800673632416874f, 0.0005262381164357066f, 0.0005262381164357066f, 0.0004800673632416874f, 0.0003995231236331165f, 0.0003033203829545528f, 0.0002100782585330308f, 0.0001327334903180599f, 7.650675252079964e-005f, 4.022897701361217e-005f, 1.929736572492402e-005f, 8.444558261544444e-006f, 3.695352233989979e-006f, 8.444558261544444e-006f, 1.760426494001877e-005f, 3.34794785885606e-005f, 5.808438800158911e-005f, 9.193058212986216e-005f, 0.0001327334757661447f, 0.0001748319627949968f, 0.0002100782439811155f, 0.0002302826324012131f, 0.0002302826324012131f, 0.0002100782439811155f, 0.0001748319627949968f, 0.0001327334757661447f, 9.193058212986216e-005f, 5.808438800158911e-005f, 3.34794785885606e-005f, 1.760426494001877e-005f, 8.444558261544444e-006f, 3.695352233989979e-006f }; __device__ __forceinline__ unsigned char calcWin(int i, int j, float centerX, float centerY, float win_offset, float cos_dir, float sin_dir) { float pixel_x = centerX + (win_offset + j) * cos_dir + (win_offset + i) * sin_dir; float pixel_y = centerY - (win_offset + j) * sin_dir + (win_offset + i) * cos_dir; return tex2D(imgTex, pixel_x, pixel_y); } __device__ unsigned char calcPATCH(int i1, int j1, float centerX, float centerY, float win_offset, float cos_dir, float sin_dir, int win_size) { /* Scale the window to size PATCH_SZ so each pixel's size is s. This makes calculating the gradients with wavelets of size 2s easy */ const float icoo = ((float)i1 / (PATCH_SZ + 1)) * win_size; const float jcoo = ((float)j1 / (PATCH_SZ + 1)) * win_size; const int i = __float2int_rd(icoo); const int j = __float2int_rd(jcoo); float res = calcWin(i, j, centerX, centerY, win_offset, cos_dir, sin_dir) * (i + 1 - icoo) * (j + 1 - jcoo); res += calcWin(i + 1, j, centerX, centerY, win_offset, cos_dir, sin_dir) * (icoo - i) * (j + 1 - jcoo); res += calcWin(i + 1, j + 1, centerX, centerY, win_offset, cos_dir, sin_dir) * (icoo - i) * (jcoo - j); res += calcWin(i, j + 1, centerX, centerY, win_offset, cos_dir, sin_dir) * (i + 1 - icoo) * (jcoo - j); return saturate_cast(res); } __device__ void calc_dx_dy(float s_dx_bin[25], float s_dy_bin[25], const float* featureX, const float* featureY, const float* featureSize, const float* featureDir) { __shared__ float s_PATCH[6][6]; const float centerX = featureX[blockIdx.x]; const float centerY = featureY[blockIdx.x]; const float size = featureSize[blockIdx.x]; const float descriptor_dir = featureDir[blockIdx.x] * (float)(CV_PI / 180); /* The sampling intervals and wavelet sized for selecting an orientation and building the keypoint descriptor are defined relative to 's' */ const float s = size * 1.2f / 9.0f; /* Extract a window of pixels around the keypoint of size 20s */ const int win_size = (int)((PATCH_SZ + 1) * s); float sin_dir; float cos_dir; sincosf(descriptor_dir, &sin_dir, &cos_dir); /* Nearest neighbour version (faster) */ const float win_offset = -(float)(win_size - 1) / 2; // Compute sampling points // since grids are 2D, need to compute xBlock and yBlock indices const int xBlock = (blockIdx.y & 3); // blockIdx.y % 4 const int yBlock = (blockIdx.y >> 2); // floor(blockIdx.y/4) const int xIndex = xBlock * 5 + threadIdx.x; const int yIndex = yBlock * 5 + threadIdx.y; s_PATCH[threadIdx.y][threadIdx.x] = calcPATCH(yIndex, xIndex, centerX, centerY, win_offset, cos_dir, sin_dir, win_size); __syncthreads(); if (threadIdx.x < 5 && threadIdx.y < 5) { const int tid = threadIdx.y * 5 + threadIdx.x; const float dw = c_DW[yIndex * PATCH_SZ + xIndex]; const float vx = (s_PATCH[threadIdx.y ][threadIdx.x + 1] - s_PATCH[threadIdx.y][threadIdx.x] + s_PATCH[threadIdx.y + 1][threadIdx.x + 1] - s_PATCH[threadIdx.y + 1][threadIdx.x ]) * dw; const float vy = (s_PATCH[threadIdx.y + 1][threadIdx.x ] - s_PATCH[threadIdx.y][threadIdx.x] + s_PATCH[threadIdx.y + 1][threadIdx.x + 1] - s_PATCH[threadIdx.y ][threadIdx.x + 1]) * dw; s_dx_bin[tid] = vx; s_dy_bin[tid] = vy; } } __device__ void reduce_sum25(volatile float* sdata1, volatile float* sdata2, volatile float* sdata3, volatile float* sdata4, int tid) { // first step is to reduce from 25 to 16 if (tid < 9) // use 9 threads { sdata1[tid] += sdata1[tid + 16]; sdata2[tid] += sdata2[tid + 16]; sdata3[tid] += sdata3[tid + 16]; sdata4[tid] += sdata4[tid + 16]; } // sum (reduce) from 16 to 1 (unrolled - aligned to a half-warp) if (tid < 8) { sdata1[tid] += sdata1[tid + 8]; sdata1[tid] += sdata1[tid + 4]; sdata1[tid] += sdata1[tid + 2]; sdata1[tid] += sdata1[tid + 1]; sdata2[tid] += sdata2[tid + 8]; sdata2[tid] += sdata2[tid + 4]; sdata2[tid] += sdata2[tid + 2]; sdata2[tid] += sdata2[tid + 1]; sdata3[tid] += sdata3[tid + 8]; sdata3[tid] += sdata3[tid + 4]; sdata3[tid] += sdata3[tid + 2]; sdata3[tid] += sdata3[tid + 1]; sdata4[tid] += sdata4[tid + 8]; sdata4[tid] += sdata4[tid + 4]; sdata4[tid] += sdata4[tid + 2]; sdata4[tid] += sdata4[tid + 1]; } } __global__ void compute_descriptors64(PtrStepf descriptors, const float* featureX, const float* featureY, const float* featureSize, const float* featureDir) { // 2 floats (dx,dy) for each thread (5x5 sample points in each sub-region) __shared__ float sdx[25]; __shared__ float sdy[25]; __shared__ float sdxabs[25]; __shared__ float sdyabs[25]; calc_dx_dy(sdx, sdy, featureX, featureY, featureSize, featureDir); __syncthreads(); const int tid = threadIdx.y * blockDim.x + threadIdx.x; if (tid < 25) { sdxabs[tid] = fabs(sdx[tid]); // |dx| array sdyabs[tid] = fabs(sdy[tid]); // |dy| array __syncthreads(); reduce_sum25(sdx, sdy, sdxabs, sdyabs, tid); __syncthreads(); float* descriptors_block = descriptors.ptr(blockIdx.x) + (blockIdx.y << 2); // write dx, dy, |dx|, |dy| if (tid == 0) { descriptors_block[0] = sdx[0]; descriptors_block[1] = sdy[0]; descriptors_block[2] = sdxabs[0]; descriptors_block[3] = sdyabs[0]; } } } __global__ void compute_descriptors128(PtrStepf descriptors, const float* featureX, const float* featureY, const float* featureSize, const float* featureDir) { // 2 floats (dx,dy) for each thread (5x5 sample points in each sub-region) __shared__ float sdx[25]; __shared__ float sdy[25]; // sum (reduce) 5x5 area response __shared__ float sd1[25]; __shared__ float sd2[25]; __shared__ float sdabs1[25]; __shared__ float sdabs2[25]; calc_dx_dy(sdx, sdy, featureX, featureY, featureSize, featureDir); __syncthreads(); const int tid = threadIdx.y * blockDim.x + threadIdx.x; if (tid < 25) { if (sdy[tid] >= 0) { sd1[tid] = sdx[tid]; sdabs1[tid] = fabs(sdx[tid]); sd2[tid] = 0; sdabs2[tid] = 0; } else { sd1[tid] = 0; sdabs1[tid] = 0; sd2[tid] = sdx[tid]; sdabs2[tid] = fabs(sdx[tid]); } __syncthreads(); reduce_sum25(sd1, sd2, sdabs1, sdabs2, tid); __syncthreads(); float* descriptors_block = descriptors.ptr(blockIdx.x) + (blockIdx.y << 3); // write dx (dy >= 0), |dx| (dy >= 0), dx (dy < 0), |dx| (dy < 0) if (tid == 0) { descriptors_block[0] = sd1[0]; descriptors_block[1] = sdabs1[0]; descriptors_block[2] = sd2[0]; descriptors_block[3] = sdabs2[0]; } __syncthreads(); if (sdx[tid] >= 0) { sd1[tid] = sdy[tid]; sdabs1[tid] = fabs(sdy[tid]); sd2[tid] = 0; sdabs2[tid] = 0; } else { sd1[tid] = 0; sdabs1[tid] = 0; sd2[tid] = sdy[tid]; sdabs2[tid] = fabs(sdy[tid]); } __syncthreads(); reduce_sum25(sd1, sd2, sdabs1, sdabs2, tid); __syncthreads(); // write dy (dx >= 0), |dy| (dx >= 0), dy (dx < 0), |dy| (dx < 0) if (tid == 0) { descriptors_block[4] = sd1[0]; descriptors_block[5] = sdabs1[0]; descriptors_block[6] = sd2[0]; descriptors_block[7] = sdabs2[0]; } } } template __global__ void normalize_descriptors(PtrStepf descriptors) { // no need for thread ID float* descriptor_base = descriptors.ptr(blockIdx.x); // read in the unnormalized descriptor values (squared) __shared__ float sqDesc[BLOCK_DIM_X]; const float lookup = descriptor_base[threadIdx.x]; sqDesc[threadIdx.x] = lookup * lookup; __syncthreads(); if (BLOCK_DIM_X >= 128) { if (threadIdx.x < 64) sqDesc[threadIdx.x] += sqDesc[threadIdx.x + 64]; __syncthreads(); } // reduction to get total if (threadIdx.x < 32) { volatile float* smem = sqDesc; smem[threadIdx.x] += smem[threadIdx.x + 32]; smem[threadIdx.x] += smem[threadIdx.x + 16]; smem[threadIdx.x] += smem[threadIdx.x + 8]; smem[threadIdx.x] += smem[threadIdx.x + 4]; smem[threadIdx.x] += smem[threadIdx.x + 2]; smem[threadIdx.x] += smem[threadIdx.x + 1]; } // compute length (square root) __shared__ float len; if (threadIdx.x == 0) { len = sqrtf(sqDesc[0]); } __syncthreads(); // normalize and store in output descriptor_base[threadIdx.x] = lookup / len; } void compute_descriptors_gpu(const DevMem2Df& descriptors, const float* featureX, const float* featureY, const float* featureSize, const float* featureDir, int nFeatures) { // compute unnormalized descriptors, then normalize them - odd indexing since grid must be 2D if (descriptors.cols == 64) { compute_descriptors64<<>>(descriptors, featureX, featureY, featureSize, featureDir); cudaSafeCall( cudaGetLastError() ); cudaSafeCall( cudaDeviceSynchronize() ); normalize_descriptors<64><<>>(descriptors); cudaSafeCall( cudaGetLastError() ); cudaSafeCall( cudaDeviceSynchronize() ); } else { compute_descriptors128<<>>(descriptors, featureX, featureY, featureSize, featureDir); cudaSafeCall( cudaGetLastError() ); cudaSafeCall( cudaDeviceSynchronize() ); normalize_descriptors<128><<>>(descriptors); cudaSafeCall( cudaGetLastError() ); cudaSafeCall( cudaDeviceSynchronize() ); } } }}}