Pages that link to "Item:Q2898598"
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The following pages link to Computing the \(p\)th roots of a matrix with repeated eigenvalues (Q2898598):
Displaying 9 items.
- A manual approach for calculating the root of square matrix of dimension \(\leq\ni\) (Q405451) (← links)
- Finding \(n\)-th roots of a \(2\times 2\) real matrix using de Moivre's formula (Q1635068) (← links)
- Fast verified computation for the matrix principal \(p\)th root (Q1675959) (← links)
- An effective recursive formula for the Frobenius covariants in matrix functions (Q1678985) (← links)
- Rational approximations to fractional powers of self-adjoint positive operators (Q2315192) (← links)
- Explicit formulas for the constituent matrices. Application to the matrix functions (Q2344231) (← links)
- Powers of matrices for the existence of multiple eigenvalues (Q2924104) (← links)
- Chebyshev rootfinding via computing eigenvalues of colleague matrices: when is it stable? (Q2970098) (← links)
- An analysis on the efficiency of Euler's method for computing the matrix <i>p</i>th root (Q4599019) (← links)
