homomorph Definition
a mathematical function that preserves the structure between two algebraic systems.
Using homomorph: Examples
Take a moment to familiarize yourself with how "homomorph" can be used in various situations through the following examples!
Example
The homomorph between the two groups is an isomorphism.
Example
The homomorphism between the two rings is not surjective.
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Summary: homomorph in Brief
A 'homomorph' [hoh-muh-fawrf] is a mathematical function that preserves the structure between two algebraic systems. It is often used in abstract algebra and can be described as an isomorphism or homomorphism.
