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Identiy matrix with lambda

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#linear-algebra #matrices #statistics
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About the determinant of a symmetric matrix with even diagonal

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#matrices #determinant #matrix-calculus #bilinear-form #algebraic-combinatorics
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$\frac{1}{\det(A)}A=\operatorname{adj}(A^{-1})$ Proof Check

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#linear-algebra #matrices #proof-verification #determinant
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Non-zero real symmetric matrices that satisfy $2^{n-1}$ linear matrix equations

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#matrices #systems-of-equations #matrix-equations
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Finding the determinant of a matrix given determinants of other matrices

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#linear-algebra #matrices #determinant
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Upper bound on $F(X_1,X_2) = \|-2 (X_1-X_2)A + B(X_1-X_2)\|_F $

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#linear-algebra #matrices #inequality #optimization
616
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Least square method solution for constant

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#linear-algebra #matrices #least-squares
237
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How many symmetric oriented graphs with n vertices are there?

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#combinatorics #matrices #graph-theory #induction
275
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How to find Jordan basis of a matrix

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#linear-algebra #matrices #eigenvalues-eigenvectors #jordan-normal-form
271
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Comparing binary matrices and weights

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#combinatorics #matrices #binary
263
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Determinant of the following $2018 \times 2018$ matrix

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#linear-algebra #matrices #determinant
163
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Frobenius norm of $(U+U^T)-U^TU$

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#matrices
30
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I need help with this particular problem involving transformations

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#linear-algebra #matrices #linear-transformations
132
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Does there exist a matrix $A$ with vectors $p,q,r$ such that....

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#linear-algebra #matrices #systems-of-equations
512
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Can I call a tridiagonal matrix "Toeplitz" when each diagonal consists of same elements?

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#matrices #ordinary-differential-equations #numerical-methods #numerical-linear-algebra

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