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Relation between simultaneously diagonalizable and eigenspace

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#matrices #eigenvalues-eigenvectors #diagonalization
689
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Express a matrix $A$ as the sum of a symmetric and a skew symmetric matrix

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#matrices #matrix-equations
50
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To solve the matrix equation

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#matrices #matrix-equations #matrix-decomposition #matrix-rank
30
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Solution to Homogenous Matrix Equation Ax=0 with know parameters in x

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#matrices
1.6k
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Every square matrix is the sum of two invertible matrices, over any field

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#linear-algebra #matrices #linear-transformations #matrix-decomposition
193
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Projecting 8D dataset on onto skew coordinates

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#matrices #vector-spaces #coordinate-systems #projective-geometry #skew-mapping
76
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For a real square matrix $A$ with all eigenvalues on the imaginary axis, does the following hold?

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#linear-algebra #matrices #linear-transformations #normed-spaces #matrix-exponential
36
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A matrix multiple a vector to get the identity matrix

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#matrices #complex-analysis
247
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Efficient Sparse Matrix-Vector Multiplication

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#linear-algebra #matrices
86
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Compute $A^{2011}-2011A$

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#linear-algebra #matrices
576
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Conditions for Hadamard to distribute with matrix multiplication

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#linear-algebra #matrices #hadamard-product
47
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How can we determine the numbers $k_1$ and $k_2$ ?

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#linear-algebra #matrices
90
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Is it always true and how to prove it?

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#matrices #optimization #eigenvalues-eigenvectors #convex-optimization #matrix-calculus
37
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Finding a base of $S^{\bot}$ is finding a solution for $Ax=0$ but for which matrix?

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#linear-algebra #matrices #orthogonality
76
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Describe a matrix when you have eigenvalues and eigenvectors

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#linear-algebra #matrices #eigenvalues-eigenvectors #linear-transformations

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