Analysis, geometry and topology of stratified spaces / Analyse, géométrie et topologie des espaces stratifiés

Collection Analysis, geometry and topology of stratified spaces / Analyse, géométrie et topologie des espaces stratifiés

Organizer(s) Mazzeo, Rafe ; Leichtnam, Eric ; Piazza, Paolo
Date(s) 13/06/2016 - 17/06/2016
linked URL http://conferences.cirm-math.fr/1422.html

All the collection videos (6)

54:47

published on July 1, 2016

Extending the Cheeger-Müller theorem through degeneration

By Pierre Albin

$The $\mathbb{L}^ \bullet$-Homology fundamental class for singular spaces and the stratified Novikov conjecture$
54:24

published on July 1, 2016

The $\mathbb{L}^ \bullet$-Homology fundamental class for singular spaces and the stratified Novikov conjecture

By Markus Banagl

01:02:54

published on July 1, 2016

Analytic torsion for locally symmetric spaces of finite volume

By Werner Müller

59:04

published on July 1, 2016

$L^2$-cohomology and the theory of weights

By Leslie Saper

21:43

published on July 1, 2016

On the Hodge-Kodaira Laplacian on the canonical bundle of a compact Hermitian complex space

By Francesco Bei

23:50

published on July 1, 2016

An Obata-Lichnerowicz theorem for stratified spaces

By Ilaria Mondello

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