Last Updated：2025/11/21
In an abelian category, the cokernel of a morphism f is the coequalizer of f and the zero morphism, giving the quotient of the codomain by the image of f.
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In an abelian category, the cokernel of a morphism f is the coequalizer of f and the zero morphism, giving the quotient of the codomain by the image of f.
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