Showing papers on "Homotopy analysis method published in 1972"
01 Jan 1972
TL;DR: In this article, it is shown that the R-completion of Part I of these notes can be considered as a homotopy inverse limit, up to homophily.
Abstract: It is well known that, in general, inverse limits do not exist in the homotopy category of spaces. In this chapter we will, however:
(i)
(i) discuss a notion of homotopy inverse limits which gets around this difficulty, and
(ii)
(ii) show that, up to homotopy, the R-completion of Part I of these notes can be considered as such a homotopy inverse limit.
4 citations