Excision in cyclic homology and in rational algebraic K-theory
M Wodzicki - Annals of Mathematics, 1989 - JSTOR
Recall that a ring _ (without unit) is said to possess th f in algebraic K-theory if for every ring
extension sV>-i-9> Y the K*-groups of, 9 and Y are related to each other by the natural long …
extension sV>-i-9> Y the K*-groups of, 9 and Y are related to each other by the natural long …
[引用][C] Excision in cyclic homology and in rational algebraic -theory
M Wodzicki - Annals of Mathematics, 1989 - annals.math.princeton.edu
Excision in cyclic homology and in rational algebraic $K$-theory | Annals of Mathematics
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[PDF][PDF] Excision in cyclic homology and in rational algebraic K—theory
M WODZICKI - Annals of Mathematics, 1989 - math.berkeley.edu
-—~ K,,+ 1<«sr)—» w>—"» Kq (9?)—f» w)—»--(for a precise definition, see § 1 below). By
replacing everywhere K*() by K*() 8) Q, one obtains the corresponding notion in rational …
replacing everywhere K*() by K*() 8) Q, one obtains the corresponding notion in rational …
[PDF][PDF] rational algebraic K-theory
M Wonzrcxr - Annals of Mathematics, 1989 - math.berkeley.edu
rational algebraic K-theory Page 1 Annals of Mathematics, 129 (1989), 591—639 Excision in
cyclic homology and in rational algebraic K-theory By MABIUSZ Wonzrcxr* We prove in this …
cyclic homology and in rational algebraic K-theory By MABIUSZ Wonzrcxr* We prove in this …