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imgproc: fix bit-exact GaussianBlur() / sepFilter2D() (#15855)
* imgproc: fix bit-exact GaussianBlur() / sepFilter2D() - avoid kernels with bad approximation - GaussiabBlur - apply error-diffusion approximation for kernel (8-bit fraction) * java(test): update features2d ref data * test: update test_facedetect
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@@ -43,6 +43,10 @@
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#include "precomp.hpp"
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#include <opencv2/core/utils/logger.hpp>
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#include <opencv2/core/utils/configuration.private.hpp>
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#include <vector>
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#include "opencv2/core/hal/intrin.hpp"
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@@ -67,109 +71,212 @@ namespace cv {
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Gaussian Blur
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\****************************************************************************************/
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Mat getGaussianKernel(int n, double sigma, int ktype)
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/**
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* Bit-exact in terms of softfloat computations
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*
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* returns sum of kernel values. Should be equal to 1.0
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*/
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static
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softdouble getGaussianKernelBitExact(std::vector<softdouble>& result, int n, double sigma)
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{
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CV_Assert(n > 0);
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const int SMALL_GAUSSIAN_SIZE = 7;
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static const float small_gaussian_tab[][SMALL_GAUSSIAN_SIZE] =
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//TODO: incorrect SURF implementation requests kernel with n = 20 (PATCH_SZ): https://github.com/opencv/opencv/issues/15856
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//CV_Assert((n & 1) == 1); // odd
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if (sigma <= 0)
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{
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{1.f},
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{0.25f, 0.5f, 0.25f},
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{0.0625f, 0.25f, 0.375f, 0.25f, 0.0625f},
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{0.03125f, 0.109375f, 0.21875f, 0.28125f, 0.21875f, 0.109375f, 0.03125f}
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};
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const float* fixed_kernel = n % 2 == 1 && n <= SMALL_GAUSSIAN_SIZE && sigma <= 0 ?
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small_gaussian_tab[n>>1] : 0;
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CV_Assert( ktype == CV_32F || ktype == CV_64F );
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Mat kernel(n, 1, ktype);
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float* cf = kernel.ptr<float>();
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double* cd = kernel.ptr<double>();
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double sigmaX = sigma > 0 ? sigma : ((n-1)*0.5 - 1)*0.3 + 0.8;
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double scale2X = -0.5/(sigmaX*sigmaX);
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double sum = 0;
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int i;
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for( i = 0; i < n; i++ )
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{
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double x = i - (n-1)*0.5;
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double t = fixed_kernel ? (double)fixed_kernel[i] : std::exp(scale2X*x*x);
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if( ktype == CV_32F )
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if (n == 1)
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{
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cf[i] = (float)t;
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sum += cf[i];
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result = std::vector<softdouble>(1, softdouble::one());
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return softdouble::one();
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}
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else
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else if (n == 3)
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{
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cd[i] = t;
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sum += cd[i];
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softdouble v3[] = {
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softdouble::fromRaw(0x3fd0000000000000), // 0.25
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softdouble::fromRaw(0x3fe0000000000000), // 0.5
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softdouble::fromRaw(0x3fd0000000000000) // 0.25
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};
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result.assign(v3, v3 + 3);
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return softdouble::one();
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}
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else if (n == 5)
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{
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softdouble v5[] = {
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softdouble::fromRaw(0x3fb0000000000000), // 0.0625
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softdouble::fromRaw(0x3fd0000000000000), // 0.25
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softdouble::fromRaw(0x3fd8000000000000), // 0.375
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softdouble::fromRaw(0x3fd0000000000000), // 0.25
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softdouble::fromRaw(0x3fb0000000000000) // 0.0625
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};
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result.assign(v5, v5 + 5);
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return softdouble::one();
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}
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else if (n == 7)
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{
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softdouble v7[] = {
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softdouble::fromRaw(0x3fa0000000000000), // 0.03125
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softdouble::fromRaw(0x3fbc000000000000), // 0.109375
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softdouble::fromRaw(0x3fcc000000000000), // 0.21875
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softdouble::fromRaw(0x3fd2000000000000), // 0.28125
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softdouble::fromRaw(0x3fcc000000000000), // 0.21875
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softdouble::fromRaw(0x3fbc000000000000), // 0.109375
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softdouble::fromRaw(0x3fa0000000000000) // 0.03125
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};
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result.assign(v7, v7 + 7);
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return softdouble::one();
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}
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else if (n == 9)
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{
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softdouble v9[] = {
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softdouble::fromRaw(0x3f90000000000000), // 4 / 256
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softdouble::fromRaw(0x3faa000000000000), // 13 / 256
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softdouble::fromRaw(0x3fbe000000000000), // 30 / 256
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softdouble::fromRaw(0x3fc9800000000000), // 51 / 256
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softdouble::fromRaw(0x3fce000000000000), // 60 / 256
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softdouble::fromRaw(0x3fc9800000000000), // 51 / 256
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softdouble::fromRaw(0x3fbe000000000000), // 30 / 256
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softdouble::fromRaw(0x3faa000000000000), // 13 / 256
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softdouble::fromRaw(0x3f90000000000000) // 4 / 256
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};
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result.assign(v9, v9 + 9);
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return softdouble::one();
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}
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}
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CV_DbgAssert(fabs(sum) > 0);
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sum = 1./sum;
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for( i = 0; i < n; i++ )
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softdouble sd_0_15 = softdouble::fromRaw(0x3fc3333333333333); // 0.15
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softdouble sd_0_35 = softdouble::fromRaw(0x3fd6666666666666); // 0.35
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softdouble sd_minus_0_125 = softdouble::fromRaw(0xbfc0000000000000); // -0.5*0.25
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softdouble sigmaX = sigma > 0 ? softdouble(sigma) : mulAdd(softdouble(n), sd_0_15, sd_0_35);// softdouble(((n-1)*0.5 - 1)*0.3 + 0.8)
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softdouble scale2X = sd_minus_0_125/(sigmaX*sigmaX);
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int n2_ = (n - 1) / 2;
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cv::AutoBuffer<softdouble> values(n2_ + 1);
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softdouble sum = softdouble::zero();
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for (int i = 0, x = 1 - n; i < n2_; i++, x+=2)
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{
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if( ktype == CV_32F )
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cf[i] = (float)(cf[i]*sum);
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else
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cd[i] *= sum;
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// x = i - (n - 1)*0.5
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// t = std::exp(scale2X*x*x)
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softdouble t = exp(softdouble(x*x)*scale2X);
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values[i] = t;
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sum += t;
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}
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sum *= softdouble(2);
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//values[n2_] = softdouble::one(); // x=0 in exp(softdouble(x*x)*scale2X);
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sum += softdouble::one();
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if ((n & 1) == 0)
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{
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//values[n2_ + 1] = softdouble::one();
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sum += softdouble::one();
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}
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// normalize: sum(k[i]) = 1
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softdouble mul1 = softdouble::one()/sum;
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result.resize(n);
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softdouble sum2 = softdouble::zero();
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for (int i = 0; i < n2_; i++ )
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{
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softdouble t = values[i] * mul1;
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result[i] = t;
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result[n - 1 - i] = t;
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sum2 += t;
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}
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sum2 *= softdouble(2);
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result[n2_] = /*values[n2_]*/ softdouble::one() * mul1;
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sum2 += result[n2_];
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if ((n & 1) == 0)
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{
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result[n2_ + 1] = result[n2_];
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sum2 += result[n2_];
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}
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return sum2;
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}
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Mat getGaussianKernel(int n, double sigma, int ktype)
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{
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CV_CheckDepth(ktype, ktype == CV_32F || ktype == CV_64F, "");
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Mat kernel(n, 1, ktype);
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std::vector<softdouble> kernel_bitexact;
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getGaussianKernelBitExact(kernel_bitexact, n, sigma);
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if (ktype == CV_32F)
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{
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for (int i = 0; i < n; i++)
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kernel.at<float>(i) = (float)kernel_bitexact[i];
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}
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else
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{
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CV_DbgAssert(ktype == CV_64F);
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for (int i = 0; i < n; i++)
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kernel.at<double>(i) = kernel_bitexact[i];
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}
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return kernel;
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}
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template <typename T>
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static std::vector<T> getFixedpointGaussianKernel( int n, double sigma )
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static
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softdouble getGaussianKernelFixedPoint_ED(CV_OUT std::vector<int64_t>& result, const std::vector<softdouble> kernel_bitexact, int fractionBits)
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{
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if (sigma <= 0)
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const int n = (int)kernel_bitexact.size();
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CV_Assert((n & 1) == 1); // odd
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CV_CheckGT(fractionBits, 0, "");
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CV_CheckLE(fractionBits, 32, "");
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int64_t fractionMultiplier = CV_BIG_INT(1) << fractionBits;
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softdouble fractionMultiplier_sd(fractionMultiplier);
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result.resize(n);
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int n2_ = n / 2; // n is odd
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softdouble err = softdouble::zero();
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int64_t sum = 0;
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for (int i = 0; i < n2_; i++)
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{
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if(n == 1)
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return std::vector<T>(1, softdouble(1.0));
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else if(n == 3)
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{
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T v3[] = { softdouble(0.25), softdouble(0.5), softdouble(0.25) };
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return std::vector<T>(v3, v3 + 3);
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}
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else if(n == 5)
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{
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T v5[] = { softdouble(0.0625), softdouble(0.25), softdouble(0.375), softdouble(0.25), softdouble(0.0625) };
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return std::vector<T>(v5, v5 + 5);
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}
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else if(n == 7)
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{
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T v7[] = { softdouble(0.03125), softdouble(0.109375), softdouble(0.21875), softdouble(0.28125), softdouble(0.21875), softdouble(0.109375), softdouble(0.03125) };
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return std::vector<T>(v7, v7 + 7);
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}
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//softdouble err0 = err;
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softdouble adj_v = kernel_bitexact[i] * fractionMultiplier_sd + err;
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int64_t v0 = cvRound(adj_v); // cvFloor() provides bad results
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err = adj_v - softdouble(v0);
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//printf("%3d: adj_v=%8.3f(%8.3f+%8.3f) v0=%d ed_err=%8.3f\n", i, (double)adj_v, (double)(kernel_bitexact[i] * fractionMultiplier_sd), (double)err0, (int)v0, (double)err);
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result[i] = v0;
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result[n - 1 - i] = v0;
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sum += v0;
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}
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softdouble sigmaX = sigma > 0 ? softdouble(sigma) : mulAdd(softdouble(n),softdouble(0.15),softdouble(0.35));// softdouble(((n-1)*0.5 - 1)*0.3 + 0.8)
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softdouble scale2X = softdouble(-0.5*0.25)/(sigmaX*sigmaX);
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std::vector<softdouble> values(n);
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softdouble sum(0.);
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for(int i = 0, x = 1 - n; i < n; i++, x+=2 )
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{
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// x = i - (n - 1)*0.5
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// t = std::exp(scale2X*x*x)
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values[i] = exp(softdouble(x*x)*scale2X);
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sum += values[i];
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}
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sum = softdouble::one()/sum;
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std::vector<T> kernel(n);
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for(int i = 0; i < n; i++ )
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{
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kernel[i] = values[i] * sum;
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}
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return kernel;
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};
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sum *= 2;
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softdouble adj_v_center = kernel_bitexact[n2_] * fractionMultiplier_sd + err;
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int64_t v_center = fractionMultiplier - sum;
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result[n2_] = v_center;
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//printf("center = %g ===> %g ===> %g\n", (double)(kernel_bitexact[n2_] * fractionMultiplier), (double)adj_v_center, (double)v_center);
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return (adj_v_center - softdouble(v_center));
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}
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static void getGaussianKernel(int n, double sigma, int ktype, Mat& res) { res = getGaussianKernel(n, sigma, ktype); }
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template <typename T> static void getGaussianKernel(int n, double sigma, int, std::vector<T>& res) { res = getFixedpointGaussianKernel<T>(n, sigma); }
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template <typename T> static void getGaussianKernel(int n, double sigma, int, std::vector<T>& res);
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//{ res = getFixedpointGaussianKernel<T>(n, sigma); }
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template<> void getGaussianKernel<ufixedpoint16>(int n, double sigma, int, std::vector<ufixedpoint16>& res)
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{
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std::vector<softdouble> res_sd;
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softdouble s0 = getGaussianKernelBitExact(res_sd, n, sigma);
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CV_UNUSED(s0);
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std::vector<int64_t> fixed_256;
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softdouble approx_err = getGaussianKernelFixedPoint_ED(fixed_256, res_sd, 8);
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CV_UNUSED(approx_err);
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res.resize(n);
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for (int i = 0; i < n; i++)
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{
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res[i] = ufixedpoint16::fromRaw((uint16_t)fixed_256[i]);
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//printf("%03d: %d\n", i, res[i].raw());
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}
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}
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template <typename T>
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static void createGaussianKernels( T & kx, T & ky, int type, Size &ksize,
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@@ -477,6 +584,19 @@ static bool ipp_GaussianBlur(InputArray _src, OutputArray _dst, Size ksize,
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}
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#endif
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template<typename T>
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static bool validateGaussianBlurKernel(std::vector<T>& kernel)
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{
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softdouble validation_sum = softdouble::zero();
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for (size_t i = 0; i < kernel.size(); i++)
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{
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validation_sum += softdouble((double)kernel[i]);
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}
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bool isValid = validation_sum == softdouble::one();
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return isValid;
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}
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void GaussianBlur(InputArray _src, OutputArray _dst, Size ksize,
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double sigma1, double sigma2,
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int borderType)
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@@ -539,11 +659,24 @@ void GaussianBlur(InputArray _src, OutputArray _dst, Size ksize,
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{
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std::vector<ufixedpoint16> fkx, fky;
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createGaussianKernels(fkx, fky, type, ksize, sigma1, sigma2);
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if (src.data == dst.data)
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src = src.clone();
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CV_CPU_DISPATCH(GaussianBlurFixedPoint, (src, dst, (const uint16_t*)&fkx[0], (int)fkx.size(), (const uint16_t*)&fky[0], (int)fky.size(), borderType),
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CV_CPU_DISPATCH_MODES_ALL);
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return;
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static bool param_check_gaussian_blur_bitexact_kernels = utils::getConfigurationParameterBool("OPENCV_GAUSSIANBLUR_CHECK_BITEXACT_KERNELS", false);
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if (param_check_gaussian_blur_bitexact_kernels && !validateGaussianBlurKernel(fkx))
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{
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CV_LOG_INFO(NULL, "GaussianBlur: bit-exact fx kernel can't be applied: ksize=" << ksize << " sigma=" << Size2d(sigma1, sigma2));
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}
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else if (param_check_gaussian_blur_bitexact_kernels && !validateGaussianBlurKernel(fky))
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{
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CV_LOG_INFO(NULL, "GaussianBlur: bit-exact fy kernel can't be applied: ksize=" << ksize << " sigma=" << Size2d(sigma1, sigma2));
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}
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else
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{
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if (src.data == dst.data)
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src = src.clone();
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CV_CPU_DISPATCH(GaussianBlurFixedPoint, (src, dst, (const uint16_t*)&fkx[0], (int)fkx.size(), (const uint16_t*)&fky[0], (int)fky.size(), borderType),
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CV_CPU_DISPATCH_MODES_ALL);
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return;
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}
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}
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sepFilter2D(src, dst, sdepth, kx, ky, Point(-1, -1), 0, borderType);
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