Ideas from the theory of topological stability of smooth maps are transportedinto the controlled topological category. For example, the controlled topologicalequivalence of maps is discussed. These notions are related to the classi cation ofmanifold approximate brations and manifold strati ed approximate brations. Inturn, these maps form a bundle theory which can be used to describe neighborhoodsof strata in topologically strati ed spaces.Surgery and Geometric Topology : Proceedings of the conference held at Josai University 17-20 September, 1996 / edited by Andrew Ranicki and Masayuki Yamasaki. 本文データは許諾を得てeditorのHPサイトhttp://surgery.matrix.jp/math/josai96/proceedings.html から複製再利用したものである
Algebraic topology is a young subject, and its foundations are not yet firmly in place. I shall give...
AbstractWhen can a topological manifold be smoothed—i.e., when does its (maximal) topological atlas ...
The notion of conically smooth structure on a stratified space was introduced by Ayala, Francis and ...
Ideas from the theory of topological stability of smooth maps are transportedinto the controlled top...
Ideas from the theory of topological stability of smooth maps are transportedinto the controlled top...
Ideas from the theory of topological stability of smooth maps are transportedinto the controlled top...
. Ideas from the theory of topological stability of smooth maps are transported into the controlled ...
These notes are part of the first chapter of a series of lectures given by the author in the spring ...
We provide a proof of the controlled surgery sequence, including stabil- ity, in the special case t...
AbstractWe develop a theory of tubular neighborhoods for the lower strata in manifold stratified spa...
In this paper we extend Y.Eliashberg's $h$-principle to arbitrary generic smooth maps of smooth mani...
AbstractBasic topological constructions of manifold stratified spaces and stratified approximate fib...
AbstractWe investigate the basic properties of stably closed, or proper maps of locales, in a settin...
Using continuous controlled liftings of vector fields, we first prove for Bekka's (c)-and hence Whit...
The book provides an introduction to stratification theory leading the reader up to modern research ...
Algebraic topology is a young subject, and its foundations are not yet firmly in place. I shall give...
AbstractWhen can a topological manifold be smoothed—i.e., when does its (maximal) topological atlas ...
The notion of conically smooth structure on a stratified space was introduced by Ayala, Francis and ...
Ideas from the theory of topological stability of smooth maps are transportedinto the controlled top...
Ideas from the theory of topological stability of smooth maps are transportedinto the controlled top...
Ideas from the theory of topological stability of smooth maps are transportedinto the controlled top...
. Ideas from the theory of topological stability of smooth maps are transported into the controlled ...
These notes are part of the first chapter of a series of lectures given by the author in the spring ...
We provide a proof of the controlled surgery sequence, including stabil- ity, in the special case t...
AbstractWe develop a theory of tubular neighborhoods for the lower strata in manifold stratified spa...
In this paper we extend Y.Eliashberg's $h$-principle to arbitrary generic smooth maps of smooth mani...
AbstractBasic topological constructions of manifold stratified spaces and stratified approximate fib...
AbstractWe investigate the basic properties of stably closed, or proper maps of locales, in a settin...
Using continuous controlled liftings of vector fields, we first prove for Bekka's (c)-and hence Whit...
The book provides an introduction to stratification theory leading the reader up to modern research ...
Algebraic topology is a young subject, and its foundations are not yet firmly in place. I shall give...
AbstractWhen can a topological manifold be smoothed—i.e., when does its (maximal) topological atlas ...
The notion of conically smooth structure on a stratified space was introduced by Ayala, Francis and ...