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Using the power method on a matrix that has been deflated twice

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#matrices #numerical-methods #eigenvalues-eigenvectors #numerical-linear-algebra
43
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Root Polynom and eigenvalue

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#linear-algebra #matrices #eigenvalues-eigenvectors
85
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Characteristic polynomial with determinant of A-$t*I_n$

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#polynomials #eigenvalues-eigenvectors #determinant
1.3k
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Show that if A is diagonalizable and 1 and −1 are the only eigenvalues of $A$, then $A^{-1 }= A$.

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#linear-algebra #matrices #eigenvalues-eigenvectors #diagonalization
48
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Finding smallest set of points satisfying given 1st and 2nd moment constraints

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#linear-algebra #statistics #optimization #eigenvalues-eigenvectors
41
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How to numerically solving a spectral optimisation problem?

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#eigenvalues-eigenvectors #calculus-of-variations #numerical-optimization #optimal-control
113
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How do I determine a "suitable" set of eigenvectors for diagonalization?

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#linear-algebra #ordinary-differential-equations #eigenvalues-eigenvectors #nonlinear-system
139
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Show that $\phi,\psi$ are diagonalisable and calculate the eigenvalues of $\phi(A)= A^T$ and $\psi(A) = A^T + \sqrt{2}A$

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#linear-algebra #matrices #vector-spaces #eigenvalues-eigenvectors #minimal-polynomials
519
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Eigenvalues give $(\lambda I - A)$ rref to identity

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#linear-algebra #eigenvalues-eigenvectors #matlab #svd
230
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$AU = U\Lambda$ - single solution (by eigenvalue decomposition)?

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#linear-algebra #eigenvalues-eigenvectors
81
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How do I determine the equation to calculate the Eigenvalues of a PDE?

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#partial-differential-equations #eigenvalues-eigenvectors #eigenfunctions
225
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Are these two matrices equal?

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#linear-algebra #matrices #eigenvalues-eigenvectors
83
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Numerical Linear Algebra - eigenvalues

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#eigenvalues-eigenvectors #numerical-linear-algebra
66
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If $x,y \in V$ are linearely independent, then there exists a transvection $\tau$ with $\tau(x)=y$

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#linear-algebra #vector-spaces #eigenvalues-eigenvectors #invariant-subspace
152
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Finding perpendicular eigenvectors (secondary school level)

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#matrices #eigenvalues-eigenvectors

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