岩 瀬　則 夫 （いわせ　のりお）

郵便宛て先：〒８１０-８５６０ 福岡市 中央区 六本松４-２-１ 九州大学 数理学研究院
電子メール：iwase_AT_math.kyushu-u.ac.jp

English
Authors.
myself
Journal.
Trans. A.M.S., 320(1990), 77--90.
Abstract.
The main goal of this paper is to construct a localization and completion of Bousfield-Kan type as a continuous functor for a virtually nilpotent CW-complex. Then the localization and completion of an -space is given to be an -homomorphism between -spaces. For any general compact Lie group, this gives a continuous equivariant localization and completion for a virtually nilpotent -CW-complex. More generally. we have a continuous localization with respect to a system of core rings for a virtually nilpotent -CW- complex for a polyhedral category .

A continuous localization and completion (adobe-pdf file, bytes)