Relative K-theory and topological cyclic homology
BI Dundas - 1997 - projecteuclid.org
Let f: A-~ B be a map of rings up to homotopy (or" FSP's", see eg [B61],[B53] or Definition 3.1
below). When is it possible to give a good description of the relative algebraic K-theory …
below). When is it possible to give a good description of the relative algebraic K-theory …
[引用][C] Relative K-theory and topological cyclic homology
BI Dundas - 1997 - projecteuclid.org
Let f: A-~ B be a map of rings up to homotopy (or" FSP's", see eg [B61],[B53] or Definition 3.1
below). When is it possible to give a good description of the relative algebraic K-theory …
below). When is it possible to give a good description of the relative algebraic K-theory …
[PDF][PDF] Relative K-theory and topological cyclic homology
BIAN DUNDAS - Acta Math, 1997 - archive.ymsc.tsinghua.edu.cn
Let f: A-~ B be a map of rings up to homotopy (or" FSP's", see eg [B61],[B53] or Definition 3.1
below). When is it possible to give a good description of the relative algebraic K-theory …
below). When is it possible to give a good description of the relative algebraic K-theory …
[引用][C] Relative K-theory and topological cyclic homology
BI Dundas - Acta Mathematica, 1997 - Springer
Let f: A-~ B be a map of rings up to homotopy (or" FSP's", see eg [B61],[B53] or Definition 3.1
below). When is it possible to give a good description of the relative algebraic K-theory …
below). When is it possible to give a good description of the relative algebraic K-theory …