bijective (not comparable)
(mathematics, of a map) Both injective and surjective.
(mathematics) Having a component that is (specified to be) a bijective map; that specifies a bijective map.
• If a bijective map exists from one set to another, the reverse is necessarily true, and the sets are said to be in bijective (also one-to-one) correspondence.
• A bijective map is often called a bijection.
• A bijective map from a set (usually, but not exclusively, a finite set) to itself may be called a permutation.
Source: Wiktionary
3 April 2025
(noun) an assemblage of parts that is regarded as a single entity; “how big is that part compared to the whole?”; “the team is a unit”
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