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Morphism
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The morphism f has a left inverse if there is a morphism g:Y → X such that g o f = idX. The left inverse g is also called a retraction of f. Morphisms with left ...
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planetmath.org/encyclopedia/InverseMorphism.html
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Definition 3 If $f$ is an isomorphism then the morphism $\Map gBA$ such that $f\ circ g=id_B$ and $g\circ f=id_A$ is called inverse morphism of $f$ and denoted ...
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www.springerlink.com/index/w6u46x2ju31l6117.pdf
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factored into a single morphism and two inverse morphisms and that ... Morphisms and inverse morphisms are very useful operations in order to obtain ...
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www.sciencedirect.com/science/article/pii/0304397585900...
www.sciencedirect.com/science/article/pii/0304397585900635
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Apr 17, 2003 ... −1 is the family of inverse morphisms. ... Turning to compositions of morphisms and inverse morphisms, it is shown in [6] that EP(~g-~, ~eg) is ...
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ncatlab.org/nlab/show/inverse
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Jan 10, 2012 ... An inverse of a morphism f : X → Y in a category (or an element of a monoid) is another morphism f − 1 : Y → X which is both a left-inverse (a ...
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mathworld.wolfram.com/AffineVariety.html
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Two affine varieties are isomorphic if there is a morphism which has an inverse morphism. For example, the affine variety V(x^2+y^2+z^2) is isomorphic to the ...
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math.colorado.edu/~sbc21/courses/11spring/3140/hw/sampl...
math.colorado.edu/~sbc21/courses/11spring/3140/hw/sample1
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Jan 24, 2011 ... The morphism f is said to be an isomorphism if there exists an inverse morphism, that is a morphism of binary structures. g:(T,⊥)→ (S,*) ...
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dl.acm.org/citation.cfm?id=6588
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On the equivalence problem of compositions of morphisms and inverse morphisms on, 1985 Article. Bibliometrics Data Bibliometrics. · Downloads (6 Weeks): n/ ...
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archive.numdam.org/article/ITA_1985__19_3_203_0.pdf
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and inverse morphisms on regular languages. RAIRO – Informatique .... of morphisms and inverse morphisms, such that either all morphisms or all inverse ...
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www.iro.umontreal.ca/~mckenzie/lamc99.ps
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Here we consider the complexity of evaluating inverse morphisms and. morphisms h : ! . Speci cally, we consider the simple problem. eval of computing the ...
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