circulantpermutationmatrix

由JLStuart著作·1994·被引用36次—ThematrixDCiscalledascaledcirculantpermutationmatrix.Weconsider...ThematrixCwillalwaysbethecirculantpermutationmatrixC,.Thematrix ...,Inlinearalgebra,acirculantmatrixisasquarematrixinwhichallrowsarecomposedofthesameelementsandeachrowisrotatedoneelementtothe ...,2020年6月24日—Fouriertransformofcirculantorcyclicpermutationmatrix·IpresumePisthecirculantwithtoprow(01...

Diagonally Scaled Permutations and Circulant Matrices ...

由 JL Stuart 著作 · 1994 · 被引用 36 次 — The matrix DC is called a scaled circulant permutation matrix. We consider ... The matrix C will always be the circulant permutation matrix C,. The matrix ...

Circulant matrix

In linear algebra, a circulant matrix is a square matrix in which all rows are composed of the same elements and each row is rotated one element to the ...

Fourier transform of circulant or cyclic permutation matrix

2020年6月24日 — Fourier transform of circulant or cyclic permutation matrix · I presume P is the circulant with top row (010⋯0)? · yes it is, is it because the ...

6. Circulant Matrices

A permutation matrix is obtained by permuting the rows of an n × n identity matrix according to a permutation of the numbers 1 to n . Thus, every row and every ...

Determinant of binary circulant matrices

由 M Hariprasad 著作 · 2019 · 被引用 1 次 — When a binary circulant matrix is multiplied by a permutation matrix, represented as B = AP, where A has rst row [a, a, ··· a, b, b, ··· b] ...

Circulant Matrices and Algebraic Equations

由 R Chalkley 著作 · 1975 · 被引用 10 次 — A is a circulant matrix if and only if D is a diagonal matrix. Proof. Let ar ... and, Q is a permutation matrix if and only if P is a permutation matrix. The ...

Matrices that commute with a permutation matrix

由 JL Stuart 著作 · 1991 · 被引用 75 次 — Let A be a matrix such that AP = PA. It is well known that when p is an n-cycle, A is permutation similar to a circulant matrix. We present results for the ...

Circulant - an overview

The circulant weight of a permutation matrix refers to the number of cyclic shift identity matrices superimposed by the permutation matrix.