Here is a document containing detailed talk outlines and references (intended to help the speakers prepare), written by the mentors.
Eva's notes from the workshop can be found here: (
pdf,
tex sources).
The talk schedule is as follows.
Monday:
Introduction and general overview, by Kathryn Hess and Dev Sinha
The homotopy theory of operads and their bimodules, by Elaine So
The Boardman-Vogt tensor product of operads and their bimodules, by Amelia Tebbe
The little disks and little cubes operads, by Aliaksandra Yarosh
Model categories and derived mapping spaces, by Kyle Gray
Tuesday:
(Co)homology and compactifications of configuration spaces, by Felicia Tabing
Graph-theoretic models for the de Rham theory of configuration spaces, by Umut Varolgunes
Application to knot theory, by Daniel Alvarez-Gavela
Embedding calculus, by Jeremy Mann
Cosimplicial models for the spaces of long knots and of long links, by Kim Nguyen
Wednesday:
Formality of models for spaces of long knots, by John Berman
Formality and deformation quantization, by Felix Wierstra
Thursday:
Rational homology of spaces of long embeddings, by Robin Koytcheff
The Double Delooping theorem for spaces of long knots, by Rebecca Wei
Right-angled Artin operads and their resolutions, by Dimitri Zaganidis
The Iterated Delooping theorem for spaces of long embeddings, by Inbar Klang
Friday:
The profinite Grothendieck-Teichmuller group, by Massimiliano Ungheretti
Little 2-disks and the profinite Grothendieck-Teichmuller group, by Chris Owens
Little disks and the prounipotent Grothendieck-Teichmuller group, by Joshua Wen
Future directions, by Kathryn Hess and Dev Sinha