Related to homomorphism:homeomorphism,Automorphism ho·mo·mor·phism (hō′mə-môr′fĭz′əm, hŏm′ə-) n. 1.MathematicsA transformation of one set into another that preserves in the second set the operations between the members of the first set. ...
The meaning of HOMOMORPHISM is a mapping of a mathematical set (such as a group, ring, or vector space) into or onto another set or itself in such a way that the result obtained by applying the operations to elements of the first set is mapped onto the r
The meaning of HOMOMORPHOSIS is regeneration by an organism of a part similar to one that has been lost.
Define homophones. homophones synonyms, homophones pronunciation, homophones translation, English dictionary definition of homophones. words that sound alike whether or not they are spelled differently: holy and wholly Not to be confused with: homographs
A. SilverbergJournal of Pure and Applied AlgebraA. Silverberg, Fields of definition for homomorphisms of abelian varieties, J. Pure Applied Algebra 77 (1992) 253-262.A. Silverberg, Fields of definition for homomorphisms of abelian varieties, J. Pure and Applied Algebra 77 (1992), 253-262....
role in understanding relationships between groups. The Lorenz group, for instance, is a set of transformations that preserve the Lorentz metric. By defining a homomorphism, we can relate [formula] to the Lorentz group and represent a four-dimensional vector as a matrix within a 4-...
Definition of Homomorphous HomomorphousHomomorphic Ho`mo*mor"phic, Homomorphous Ho`mo*mor"phous, a. [Gr. ? the same + ? shape.] Characterized by homomorphism. Meaning of Homomorphous from wikipedia - "ablative" do not refer to the function of the aspect but rather the homomorphous case-...
Definition Let :R->S be a ring homomorphism.The set { a R | (a) = 0 } is called the kernel of ,denoted by ker().11.2.3.Proposition.Let N be a submodule of RM.If K is maximal in the set of all submodules of M that have trivial intersection with N,then N+K is essential ...
If I is an essential ideal of R and ξ:I→ R is a homomorphism of left R-modules, then there exists an element q∈ RF such thatξ(A) = aq for all a ∈ I. Using these axioms one can prove the following useful facts. 3.0.2 Theorem (a). The ring RF is semiprime. (b). The...
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