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Endomorphism

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endomorphism [′en·də′mȯr‚fiz·əm]
(mathematics)
A function from a set with some structure (such as a group, ring, vector space, or topological space) to itself which preserves this structure.
Endomorphism 

a mapping of a set into itself in which the algebraic operations and relations defined on the set are preserved. For example, the mapping x → 2x is an endomorphism of an additive group of whole numbers, such that 2(x + y) = 2x + 2y.
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[QX-X-Z]] where Q is a symmetric endomorphism of the tangent space of M.
Space time with generalized covariant recurrent energy momentum tensor by Bhattacharyya, A.; De, T.; Debnath, D. / Tamsui Oxford Journal of Mathematical Sciences
We have induced formal definition of endomorphism from the definition of homomorphism because it is a special case of it.
Refinement in formal proof of equivalence in morphisms over strongly ... by Zafar, Nazir Ahmad; Hussain, Ajmal; Ali, Amir / Journal of Software Engineering and Applications (JSEA)
00 Hardcover QA251 Dedicated as a memorial for a former tutor and Fellow at Worcester College, Oxford, this mathematics textbook features papers on algebraic interactions with set theories and includes published results on the endomorphism algebras of modules and Abelian groups.
Models, modules and Abelian groups; in memory of A.L.S. Corner by SciTech Book News
 
 
 
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