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Efficient computation of inverse of a matrix

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#linear-algebra #matrices #inverse #numerical-linear-algebra #matrix-decomposition
101
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Intuitive basis for linear transformations (2D/3D matrices)

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#linear-algebra #geometry #linear-transformations #matrix-decomposition #geometric-interpretation
166
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Relations between matrix norms

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#linear-algebra #matrices #eigenvalues-eigenvectors #matrix-decomposition
40
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An inequality regarding pojection

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#linear-algebra #matrices #linear-transformations #matrix-decomposition
312
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Recovering a matrix after multiplication by its transpose

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#matrices #matrix-equations #matrix-decomposition #transpose
1.4k
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Correctly implementing the $LDL^t$ Factorization algorithm?

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#linear-algebra #matrices #matlab #numerical-linear-algebra #matrix-decomposition
48
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If algorithm is derived from majorization-minimization, is it correct to measure error from the majorized form?

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#matrices #optimization #algorithms #matrix-decomposition
258
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Singular Value Decomposition for Rectangular Matrices

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#linear-algebra #matrices #matrix-decomposition #svd
975
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Intuitive comparison of change of basis to SVD for any linear transformation

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#linear-algebra #matrix-decomposition #svd #change-of-basis
258
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Is every linear transformation with at least two eigenvalues decomposable?

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#linear-algebra #matrices #eigenvalues-eigenvectors #linear-transformations #matrix-decomposition
2.3k
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SVD with singular matrix

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#matrices #matrix-decomposition #svd
46
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Matrix decomposition: is it right?

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#linear-algebra #matrix-decomposition
996
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Finding nilpotent and diagonalizable operators for a linear transformation $T$

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#linear-algebra #matrix-decomposition
2.1k
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Prove that nuclear norm of a matrix is equal to the sum of squares of Frobenius norm

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#linear-algebra #matrices #normed-spaces #matrix-decomposition #nuclear-norm
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Let $A=(a_{ij})$ be an $n\times n$ matrix. Suppose that $A^2$ is diagonal. Must $A$ be diagonal?

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#linear-algebra #matrices #matrix-decomposition

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