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SUMMARY:Homology and homotopy in the world of graphs
DTSTART:20260914T090000
DTEND:20260918T123000
DTSTAMP:20261002T101319Z
UID:c3e7a053c2777198a43d9174f837d617fc9d851b6fe66a8aab441311
CATEGORIES:Conferences - Seminars
DESCRIPTION:Yasuhiko Asao (Kyushu University) Richard Hepworth (University
  of Aberdeen) Chris Kapulkin (University of Western Ontario) Yuri Muranov 
 (Uniwersytet Warmińsko-Mazurski) Viktoriya Ozornova (Max Planck Institute
  for Mathematics\, Bonn) Antonio Rieser (CIMAT) Daniela Egas Santander (Ma
 x Planck Institute) Radmila Sazdanovic (North Carolina State University) L
 aura Scull (Fort Lewis College)\nThis workshop is part of the Bernoulli pr
 ogramme at EPFL\, to be held from 14 to 18 September 2026.\nThe workshop t
 opic is algebraic topology of (di)graphs\, and\, more specifically\, the a
 ctively developing field of homology and homotopy theories of (di)graphs\;
  spanning from discrete homotopy theory and cubical homotopy theory\, to m
 agnitude homology and path homology of metric spaces. These themes inheren
 tly relate to the development of topological data analysis methods for rea
 l world networks\, which will also be an integral part of the workshop.\nT
 he programme will center around talks by selected leading experts in the a
 forementioned fields. The workshop week will be designed with ample time f
 or discussion and collaboration. The aim is to create an open atmosphere t
 o facilitate the interactions\, to identify important open questions and e
 merging trends within the topic\, strengthening and fostering (new and gro
 unded) collaborations.
LOCATION:GA 3 21 https://plan.epfl.ch/?room==GA%203%2021
STATUS:CONFIRMED
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