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If $A$ is any $n×n$ skew symmetric matrix, then$〖 a〗_ii=0,0≤i≤n$

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#linear-algebra #matrices
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Decomposing Square Matrix Into Two Matrices Which Are Transposes of Each Other

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#linear-algebra #matrices #matrix-decomposition
16
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Does the solvability of an equation $I=MV+NC$ for $V$ depend on $Ker(C)$?

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#linear-algebra #matrices #linear-transformations #matrix-equations
3k
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Understanding the formula for a diagonal matrix $A = P^{-1}DP$.

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#linear-algebra #matrices
228
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Norm of sum of shifted outer products

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#linear-algebra #matrices #reference-request #spheres #matrix-norms
90
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Equivalent forms Optimization

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#matrices #optimization #convex-optimization #least-squares #quadratic-programming
339
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Jordan block size

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#matrices #jordan-normal-form
302
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Is there a name for a matrix whose n-th power is the identity matrix

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#linear-algebra #matrices #terminology
1k
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Computing the spectral norm of a projection matrix

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#linear-algebra #matrices #projection-matrices #matrix-norms #spectral-norm
73
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Matrix equality multiplication

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#matrices #inequality
112
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Linear transformation $ R^3 \to R^3$

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#matrices #linear-transformations #projection
536
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The dimension of the parameter space of multivariate normal distribution?

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#matrices #statistics #normal-distribution
124
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Is there a way to make two different adjacency matrices (same size) have the same degree matrix?

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#combinatorics #matrices #discrete-mathematics #graph-theory #optimization
249
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Check whether a map is positive

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#linear-algebra #matrices #positive-semidefinite
135
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Determine all real $x$ that satisfy $\det A=0$

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#linear-algebra #matrices #determinant

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