In the Vinony graph
Within Vinony's link graph, epimorphism is referenced by 193 other articles, and connects out to strict 2-category, ring and surjective function.
Vinony files it under Algebraic properties of elements and Morphisms.
Its subject is documented across 20 Wikipedia language editions.
~13 min read
Encyclopedic overview
8 sectionsContents
- Examples
- Properties
- Related concepts
- Terminology
- See also
- Notes
- References
- External links
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In category theory, an epimorphism is a morphism f : X → Y that is right-cancellative in the sense that, for all objects Z and all morphisms , g_1 \circ f = g_2 \circ f \implies g_1 = g_2.
Excerpted from Wikipedia’s “epimorphism” article, available under the CC BY-SA 4.0 licence.
Gallery (4)
Connections
strict 2-category
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ring
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surjective function
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morphism
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monomorphism
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limit
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universal property
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dual
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full and faithful functor
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category of modules
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category of rings
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higher category theory
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International Standard Book Number
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set
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digital object identifier
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group
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vector space
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abstract algebra
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continuous function
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interval
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