A Comparison of Continuously Controlled and Controlled K-theory
We define an unreduced version of the ǫ-controlled lower K -theoretic groups of Ranicki and Yamasaki, [?], and Quinn, [?]. We show that the reduced versions of our groups coincide (in the inverse limit and its first derived, lim1) with those of [?]. We also relate the controlled groups to the continuously controlled groups of [?], and to the Quinn homology groups of [?].
Anderson, Douglas R.; Connollly, Francis X.; and Munkholm, Hans J., "A Comparison of Continuously Controlled and Controlled K-theory" (1994). Mathematics - Faculty Scholarship. 140.
Harvested from arXiv.org