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In mathematical category theory, a generalization or abstraction of the concept of a structure-preserving function.
References in periodicals archive ?
They also genotyped each participant using single nucleoptide poly morphism analysis of MC1R alleles.
2) For any A, B [member of] Ob(C), a set H(A, B) whose elements are the morphism in C from A to B;
By default, the relation is denoted f: A [right allow] B, for morphism f and objects A, B.
k] in a set A are related by the groupoid morphism if and only if there exists a high probability grammatical path connecting them to the same base point, and the tuning across the various possible ways in which that can happen--the different cognitive languages--parametrizes the set of equivalence relations and creates the groupoid.
Next, if P denotes the projection morphism of TM on S(TM) with respect to the decomposition TM = S(TM) [perpendicular to] T[M.
V] = [alpha]I, where a is a differentiable function and I is the identity morphism on [GAMMA](TM), then M is called totally umbilical with respect to any normal section V.
Chihiro's parents into pigs morphism was used to represent a (01:57:00) particular aspect of the characters (namely greed) .
As in the time independent case, there is an affine morphism [X.
Schizophrenia and cancer; the adrenochrome balanced morphism.
The Zariski filtered ring extention may induce an associated continuous morphism from an affine graded space to another, [9].