pyacs.lib.glinalg
Linear algebra for Geodesy problems.
Convert correlation matrix and standard deviations to covariance matrix. |
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Convert covariance matrix to correlation and standard deviations. |
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Return the inverse of a covariance matrix. |
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Matrix/matrix, matrix/vector, or vector/vector multiplication (BLAS). |
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Compute weighted sum of arrays (matrix-by-scalar product then sum). |
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Extract block diagonal from a 2D array. |
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Solve the least-squares problem min |Gx - d|**2. |
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Solve least-squares with data covariance matrix. |
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Solve least-squares with data covariance and return posterior covariance. |
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Solve weighted least-squares with data standard deviations. |
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Solve weighted least-squares and return solution and posterior covariance. |
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Form the normal system for A x = d with data covariance Cd. |
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Form the Tarantola-style normal system (with prior). |
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Build a block matrix from a pattern scaled by a structure matrix. |
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Scale block rows of G by vector a (element-wise then reshape). |
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Repeat a matrix vertically n times (stack n copies). |
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Invert a symmetric positive-definite matrix. |
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Form a symmetric matrix from the upper or lower triangle. |
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Pseudo-inverse of a positive semi-definite symmetric matrix. |