semiring Definition
a mathematical structure consisting of a set that is closed under two binary operations, usually called addition and multiplication, which satisfy certain axioms.
Using semiring: Examples
Take a moment to familiarize yourself with how "semiring" can be used in various situations through the following examples!
Example
Semirings are used in computer science to model various systems.
Example
The concept of semiring is important in abstract algebra.
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Summary: semiring in Brief
A 'semiring' [sem-uh-ring] is a mathematical structure consisting of a set that is closed under two binary operations, usually called addition and multiplication, which satisfy certain axioms. Semirings are used in computer science to model various systems and the concept of semiring is important in abstract algebra.
