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Semigroup with three elements

In abstract algebra, a semigroup with three elements is an object consisting of three elements and an associative operation defined on them. The basic example would be the three integers 0, 1, and −1, together with the operation of multiplication. Multiplication of integers is associative, and the product of any two of these three integers is again one…

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Semigroup with three elements

Nodes22
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Triples1
Avg. degree1.91
Density0.090909
Components1

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Semigroup with three elements

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Semigroup with three elements → object consisting of three elements and an associative operation defined on them

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elements semigroup three two one semigroups subsemigroups bands associative operation example multiplication group set described x4 element c2 commutative defined

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Semigroup with three elementsis aobject consisting of three elements and an associative operation defined on them0.90text

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