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SUMMARY:A characterization result for BLD-mappings in metric spaces
DTSTART:20160427T163000
DTEND:20160427T173000
DTSTAMP:20260509T234321Z
UID:d3d956676d43ef22f37f2abb31af08666331f42196973cf3d0d8071c
CATEGORIES:Conferences - Seminars
DESCRIPTION:Rami Luisto\, Helsinki\nAbstract:    Even thought mappings o
 f Bounded Length Distortion were originally defined as a subclass of the s
 o called quasiregular mappings\, BLD-maps can also be thought as not local
 ly homeomorphic generalizations of local L-bilipschitz mappings. Indeed\, 
 in this talk we will approach the theory of BLD-mappings between metric sp
 aces by studying families of mappings whose locally homeomorphic represent
 atives are local L-bilipschitz maps. In the second part of the talk we wil
 l discuss some of those results of BLD-mappings for which we need to assum
 e that the mappings are defined between so called "generalized manifolds o
 f type A". These spaces are a generalization of complete Riemannian manifo
 lds (or complete Lipschitz manifolds) of bounded curvature. The need for t
 hem rises from the fact that many (local) equidistribution results of BLD-
 mappings rely on topological index- and degree theory\, which in turn rely
  on the (algebraic-) topological structure of euclidean spaces.
LOCATION:EPFL\, CM 010
STATUS:CONFIRMED
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