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attempt to add 0d/1d mat support to OpenCV (#23473)
* attempt to add 0d/1d mat support to OpenCV * revised the patch; now 1D mat is treated as 1xN 2D mat rather than Nx1. * a step towards 'green' tests * another little step towards 'green' tests * calib test failures seem to be fixed now * more fixes _core & _dnn * another step towards green ci; even 0D mat's (a.k.a. scalars) are now partly supported! * * fixed strange bug in aruco/charuco detector, not sure why it did not work * also fixed a few remaining failures (hopefully) in dnn & core * disabled failing GAPI tests - too complex to dig into this compiler pipeline * hopefully fixed java tests * trying to fix some more tests * quick followup fix * continue to fix test failures and warnings * quick followup fix * trying to fix some more tests * partly fixed support for 0D/scalar UMat's * use updated parseReduce() from upstream * trying to fix the remaining test failures * fixed [ch]aruco tests in Python * still trying to fix tests * revert "fix" in dnn's CUDA tensor * trying to fix dnn+CUDA test failures * fixed 1D umat creation * hopefully fixed remaining cuda test failures * removed training whitespaces
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@@ -959,7 +959,7 @@ void eigenNonSymmetric(InputArray _src, OutputArray _evals, OutputArray _evects)
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Mat src = _src.getMat();
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int type = src.type();
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size_t n = (size_t)src.rows;
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int n = src.rows;
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CV_Assert(src.rows == src.cols);
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CV_Assert(type == CV_32F || type == CV_64F);
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@@ -976,26 +976,26 @@ void eigenNonSymmetric(InputArray _src, OutputArray _evals, OutputArray _evects)
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// EigenvalueDecomposition returns transposed and non-sorted eigenvalues
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std::vector<double> eigenvalues64f;
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eigensystem.eigenvalues().copyTo(eigenvalues64f);
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CV_Assert(eigenvalues64f.size() == n);
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CV_Assert(eigenvalues64f.size() == (size_t)n);
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std::vector<int> sort_indexes(n);
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cv::sortIdx(eigenvalues64f, sort_indexes, SORT_EVERY_ROW | SORT_DESCENDING);
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std::vector<double> sorted_eigenvalues64f(n);
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for (size_t i = 0; i < n; i++) sorted_eigenvalues64f[i] = eigenvalues64f[sort_indexes[i]];
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for (int i = 0; i < n; i++) sorted_eigenvalues64f[i] = eigenvalues64f[sort_indexes[i]];
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Mat(sorted_eigenvalues64f).convertTo(_evals, type);
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Mat(n, 1, CV_64F, &sorted_eigenvalues64f[0]).convertTo(_evals, type);
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if( _evects.needed() )
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{
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Mat eigenvectors64f = eigensystem.eigenvectors().t(); // transpose
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CV_Assert((size_t)eigenvectors64f.rows == n);
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CV_Assert((size_t)eigenvectors64f.cols == n);
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Mat_<double> sorted_eigenvectors64f((int)n, (int)n, CV_64FC1);
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for (size_t i = 0; i < n; i++)
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CV_Assert(eigenvectors64f.rows == n);
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CV_Assert(eigenvectors64f.cols == n);
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Mat_<double> sorted_eigenvectors64f(n, n, CV_64FC1);
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for (int i = 0; i < n; i++)
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{
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double* pDst = sorted_eigenvectors64f.ptr<double>((int)i);
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double* pSrc = eigenvectors64f.ptr<double>(sort_indexes[(int)i]);
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double* pDst = sorted_eigenvectors64f.ptr<double>(i);
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double* pSrc = eigenvectors64f.ptr<double>(sort_indexes[i]);
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CV_Assert(pSrc != NULL);
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memcpy(pDst, pSrc, n * sizeof(double));
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}
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