article · 2008

PROB003: QUASIGROUP EXISTENCE 1. Problem statement

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Abstract

A quasigroup is an algebraic structure consisting of a set S together with a multiplication operator ∗ defined over S. An order m quasigroup can be represented by a m × m multiplication table, where m = |S|. Each element of S occurs only once per each row or column. For instance,

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APA 7

(2008). PROB003: QUASIGROUP EXISTENCE 1. Problem statement.

MLA 9

“PROB003: QUASIGROUP EXISTENCE 1. Problem statement.” 2008.

Chicago

2008. “PROB003: QUASIGROUP EXISTENCE 1. Problem statement.”

Harvard

(2008) ‘PROB003: QUASIGROUP EXISTENCE 1. Problem statement’.

BibTeX

@article{anon2008prob003,
  title = {{PROB003: QUASIGROUP EXISTENCE 1. Problem statement}},
  year = {2008}
}

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