Injectivity
Noun as in strong fondness
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Example:This theory relies on the concept of one-to-one correspondences between sets.
Definition:A term used in mathematics to describe a function that is injective, where each element of the domain is mapped to a unique element of the codomain, and no two distinct elements of the domain are mapped to the same element in the codomain.
From One-to-one
Example:An injective mapping guarantees that every element in the set A is assigned to a unique element in the set B.
Definition:A function that is injective, ensuring that each element in the domain is mapped to at most one element in the codomain.
From Injective mapping
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