2018arXiv (Cornell University)Open access

A Note on the Classification of Permutation Matrix

Wenwei Li

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Abstract

This paper is concentrated on the classification of permutation matrix with the permutation similarity relation, mainly about the canonical form of a permutational similar equivalence class, the cycle matrix decomposition of a permutation matrix and the cycle factorization of a permutation matrix or monomial matrix.

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What this paper is about

This paper is concentrated on the classification of permutation matrix with the permutation similarity relation, mainly about the canonical form of a permutational similar equivalence class, the cycle matrix decomposition of a permutation matrix and the cycle factorization of a permutation matrix or monomial matrix.

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Available abstract

This paper is concentrated on the classification of permutation matrix with the permutation similarity relation, mainly about the canonical form of a permutational similar equivalence class, the cycle matrix decomposition of a permutation matrix and the cycle factorization of a permutation matrix or monomial matrix.

Key concepts: Matrix (chemical analysis), Permutation (music), Mathematics, Computer science, Philosophy, Materials science, Aesthetics, Composite material

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