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Computing/approximating $\frac{d}{dt} ||e^{tA}||_F^2$

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#linear-algebra #numerical-linear-algebra
129
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Prove some determinant equality

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#linear-algebra #matrices #determinant
54
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Linear equation help

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#linear-algebra #algebra-precalculus
167
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Gluing locally defined continous functions over complex domain

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#linear-algebra #general-topology #complex-analysis
599
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Possible Dimensions of Eigenspaces Given Characteristic Equation

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#linear-algebra
55
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$P_iP_j=0$ $\forall i\neq j$ where $P_i$ are orthogonal projections in a finite-dim Hilbert space

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#linear-algebra #projection
162
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Hamming distance - Prove that equation describes amount of elements for given Hamming distance

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#linear-algebra #coding-theory
260
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Solving saddle-point matrix with projection when Schur's complement doesn't exist

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#linear-algebra #finite-element-method #projection #sparse-matrices #schur-complement
96
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Jordan Normal Form from characteristic and minimal polynomials

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#linear-algebra #jordan-normal-form
283
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Nonlinear eigenvalue problem - MATLAB code

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#linear-algebra #eigenvalues-eigenvectors #determinant #matlab
424
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Why is the dot product of a vector dot a matrix a vector?

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#linear-algebra #multivariable-calculus #tensor-products
569
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Matrix gradient of $\ln(\det(X))$

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#linear-algebra #matrices #derivatives #determinant #matrix-calculus
51
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For an $n\times n$ matrix $A$ to be invertible, $\operatorname{rank}(A)=n$.

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#linear-algebra
137
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Finding Jordan Basis for $A$

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#linear-algebra #jordan-normal-form
70
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what is the matrix of linear transformation of $T(w_1 + w_2) = w_1 - w_2$ $\forall$ $w_1 \in W_1$, $w_2 \in W_2$

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#linear-algebra #vector-spaces #linear-transformations

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