A manifold approximate fibration is a proper approximate fibration between manifolds.[2] Some authors believe that manifold approximate fibrations are the "correct bundle theory for topological manifolds and singular spaces".[3]
Referencesedit
^Coram, D.; Duvall, P. (1977). "Approximate fibrations". Rocky Mountain Journal of Mathematics. 7 (2): 275–288. doi:10.1216/RMJ-1977-7-2-275.
approximate, fibration, algebraic, topology, branch, mathematics, approximate, fibration, sort, fibration, such, that, homotopy, lifting, property, holds, only, approximately, notion, introduced, coram, duvall, 1977, manifold, approximate, fibration, proper, a. In algebraic topology a branch of mathematics an approximate fibration is a sort of fibration such that the homotopy lifting property holds only approximately The notion was introduced by Coram and Duvall in 1977 1 A manifold approximate fibration is a proper approximate fibration between manifolds 2 Some authors believe that manifold approximate fibrations are the correct bundle theory for topological manifolds and singular spaces 3 References edit Coram D Duvall P 1977 Approximate fibrations Rocky Mountain Journal of Mathematics 7 2 275 288 doi 10 1216 RMJ 1977 7 2 275 Hughes Taylor amp Williams 1995 1 Hughes Taylor amp Williams 1995 Introduction Hughes C B Taylor L R Williams E B July 1995 Rigidity of fibrations over nonpositively curved manifolds Topology 34 3 565 574 doi 10 1016 0040 9383 94 00035 J Further reading editnLab approximate fibration nbsp This topology related article is a stub You can help Wikipedia by expanding it vte Retrieved from https en wikipedia org w index php title Approximate fibration amp oldid 1177174049, wikipedia, wiki, book, books, library,
