Triads in the homology of categories
S Świerczkowski - Reports of the Midwest Category Seminar IV, 2006 - Springer
H-(-, T): N-.. A; k.. 0, 1, 2,•••--k _ _ be the corresponding homology functors defined by 1'1.
Andr6 in [1]. Let be a category, and G..(I, e., &) a cotriad on(we use the shorter and less …
Andr6 in [1]. Let be a category, and G..(I, e., &) a cotriad on(we use the shorter and less …
TRIADS IN THE HOMOLOGY OF CATEGORIES
S Swierczkowski - Reports of the Midwest Category Seminar IV - Springer
H-(-, T): N-.. A; k.. 0, 1, 2,•••--k _ _ be the corresponding homology functors defined by 1'1.
Andr6 in [1]. Let be a category, and G..(I, e., &) a cotriad on(we use the shorter and less …
Andr6 in [1]. Let be a category, and G..(I, e., &) a cotriad on(we use the shorter and less …
[引用][C] Triads in the homology of categories
S Świerczkowski - Reports of the Midwest Category Seminar IV - infona.pl
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TRIADS IN THE HOMOLOGY OF CATEGORIES
S Świerczkowski - Reports of the Midwest Category Seminar IV, 2006 - books.google.com
H-, T): N k= 0, 1, 2,... be the corresponding homology functors defined by M. André in [1].(e,
E, 8) a cotriad on C (we Let C be a category, and G* use the shorter and less ambiguous" …
E, 8) a cotriad on C (we Let C be a category, and G* use the shorter and less ambiguous" …