[HTML][HTML] On the direct image of intersections in exact homological categories
D Bourn - Journal of Pure and Applied Algebra, 2005 - Elsevier
Given a regular epimorphism f: X↠ Y in an exact homological category C, and a pair (U, V) of
kernel subobjects of X, we show that the quotient (f (U)∩ f (V))/f (U∩ V) is always abelian …
kernel subobjects of X, we show that the quotient (f (U)∩ f (V))/f (U∩ V) is always abelian …
On the direct image of intersections in exact homological categories
D Bourn - Journal of Pure and Applied Algebra, 2005 - infona.pl
Given a regular epimorphism f: X↠ Y in an exact homological category C, and a pair (U, V) of
kernel subobjects of X, we show that the quotient (f (U)∩ f (V))/f (U∩ V) is always abelian …
kernel subobjects of X, we show that the quotient (f (U)∩ f (V))/f (U∩ V) is always abelian …
[引用][C] On the direct image of intersections in exact homological categories
D Bourn - Journal of pure and applied algebra, 2005 - dialnet.unirioja.es
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