injective mapping

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Related to Injective function: inverse function, Surjective function

injective mapping

[in′jek·tiv ′map·iŋ]
(aerospace engineering)
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We will find an injective function from the set of linear extensions of any fixed acyclic orientation to the set of linear extensions of a bipartite orientation, in such a way that the defined map is surjective if and only if the initial orientation is bipartite.
An injective function f : V(G) [right arrow] {l0, l1, l2, .
Also, we call super fibonacci graceful labeling, An injective function f : V(G) [right arrow] {[F.