Searched refs:squares (Results 1 – 18 of 18) sorted by relevance
| /external/eigen/doc/ |
| D | LeastSquares.dox | 3 /** \eigenManualPage LeastSquares Solving linear least squares systems
5 This page describes how to solve linear least squares systems using %Eigen. An overdetermined system
20 solve linear squares systems. It is not enough to compute only the singular values (the default for
22 computing least squares solutions:
37 The solve() method in QR decomposition classes also computes the least squares solution. There are
53 Finding the least squares solution of \a Ax = \a b is equivalent to solving the normal equation
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| D | TutorialLinearAlgebra.dox | 184 \section TutorialLinAlgLeastsquares Least squares solving
186 The most accurate method to do least squares solving is with a SVD decomposition. Eigen provides one
187 as the JacobiSVD class, and its solve() is doing least-squares solving.
199 normal matrix or a QR decomposition. Our page on \link LeastSquares least squares solving \endlink
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| D | TopicLinearAlgebraDecompositions.dox | 122 <td>Singular values/vectors, least squares</td>
123 <td>Yes (and does least squares)</td>
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| D | SparseLinearSystems.dox | 78 …m">SuiteSparse</a> package, \b GPL </td><td>recommended for linear least-squares problems, has a r…
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| D | TutorialSparse.dox | 15 …ndcode </td><td>%Sparse QR factorization for solving sparse linear least-squares problems</td></tr>
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| D | QuickReference.dox | 21 …>\code#include <Eigen/SVD>\endcode</td><td>SVD decompositions with least-squares solver (JacobiSVD…
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| /external/skia/gm/ |
| D | thinrects.cpp | 100 constexpr SkRect squares[] = { in DrawSquares() local
110 for (size_t j = 0; j < SK_ARRAY_COUNT(squares); ++j) { in DrawSquares()
111 canvas->drawRect(squares[j], p); in DrawSquares()
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| /external/ImageMagick/MagickCore/ |
| D | segment.c | 280 *squares; in Classify() local
507 squares=(double *) AcquireQuantumMemory(513UL,sizeof(*squares)); in Classify()
508 if (squares == (double *) NULL) in Classify()
511 squares+=255; in Classify()
513 squares[i]=(double) i*(double) i; in Classify()
607 distance_squared=squares[(ssize_t) ScaleQuantumToChar( in Classify()
609 ScaleQuantumToChar(ClampToQuantum(p->red))]+squares[(ssize_t) in Classify()
611 ScaleQuantumToChar(ClampToQuantum(p->green))]+squares[(ssize_t) in Classify()
618 distance_squared=squares[(ssize_t) ScaleQuantumToChar( in Classify()
620 ScaleQuantumToChar(ClampToQuantum(p->red))]+squares[ in Classify()
[all …]
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| /external/fec/ |
| D | sumsq_mmx_assist.s | 7 # Evaluate sum of squares of signed 16-bit input samples
49 # Evaluate sum of squares of signed 16-bit input samples
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| D | sumsq_sse2_assist.s | 6 # Evaluate sum of squares of signed 16-bit input samples
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| D | README | 31 4. Compute sum of squares of a buffer of 16-bit signed integers. This is
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| /external/opencv/cvaux/src/ |
| D | cvlmeds.cpp | 197 icvCubic( double a2, double a1, double a0, double *squares ) in icvCubic() argument
203 if( !squares ) in icvCubic()
245 squares[i] = x[i][i % 2]; in icvCubic()
305 squares[t++] = x[i][0]; in icvCubic()
306 squares[t++] = x[i][1]; in icvCubic()
1700 double squares[6]; in icvPoint7() local
1729 icvCubic( a2, a1, a0, squares ); in icvPoint7()
1734 if( REAL_ZERO( squares[i * 2 + 1] )) in icvPoint7()
1740 F[*amount + j] = (float) (squares[i] * solutions[j] + in icvPoint7()
1741 (1 - squares[i]) * solutions[j + 9]); in icvPoint7()
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| D | _cvvm.h | 130 double a0, double* squares );
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| /external/libvpx/libvpx/vp9/encoder/x86/ |
| D | vp9_error_sse2.asm | 36 ; individual errors are max. 15bit+sign, so squares are 30bit, and
92 ; individual errors are max. 15bit+sign, so squares are 30bit, and
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| /external/mesa3d/docs/OLD/ |
| D | MESA_sprite_point.spec | 73 squares. One could define rotated texture images if desired. A 3D
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| /external/eigen/unsupported/Eigen/CXX11/src/Tensor/ |
| D | README.md | 868 containing the squares of the original tensor values.
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| /external/jline/src/src/test/resources/jline/example/ |
| D | english.gz | |
| /external/icu/icu4c/source/data/unidata/ |
| D | ppucd.txt | 14375 # Circled numbers on black squares from ARIB STD B24
34404 # Black squares
34407 # White squares
34414 # White squares containing another black square
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