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An Algorithm to find Formulae and Values of Minors for Hadamard Matrices

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posted on 2024-11-15, 04:15 authored by C Koukouvinos, M Mitrouli, Jennifer SeberryJennifer Seberry
We give an algorithm to obtain formulae and values for minors of Hadamard matrices. One step in our algorithm allows the (n – j) x (n – j) minors of an Hadamard matrix to be given in terms of the minors of a 2j-1 x 2j-1 matrix. In particular we illustrate our algorithm by finding explicitly all the (n – 4) x (n – 4) minors of an Hadamard matrix.

History

Citation

This article was originally published as: Koukouvinos, C, Mitrouli, M & Seberry, J, An Algorithm to find Formulae and Values of Minors for Hadamard Matrices, Linear Algebra and its Applications, 2001, 330(1-3), 129-147. The homepage of Linear Algebra and its Applications can be found here.

Journal title

Linear Algebra and Its Applications

Volume

330

Issue

1/03/2024

Pagination

129-147

Language

English

RIS ID

6390

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