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Explore asymptotics of graph complex Euler characteristics with M. Borinsky, delving into algebra, topology, and the Grothendieck-Teichmüller group.
Explore graph complexes, GRT, and GLn cohomology with Oxford's F. Brown. Delve into algebra, topology, and the Grothendieck-Teichmüller group in this advanced mathematical lecture.
Explore extensions of 1-cocycles from mapping class groups to Ptolemy groupoids, delving into algebraic topology and Grothendieck-Teichmüller theory.
Explore automorphisms of seemed surfaces, modular operads, and Galois actions in this advanced algebraic topology lecture by M. Robertson.
Explore graph complexes, operadic mapping spaces, and embedding calculus in this comprehensive survey by B. Fresse from Lille.
Explore stabilizer bitorsors in double shuffle theory, delving into algebra, topology, and the Grothendieck-Teichmüller group with expert insights.
Explore rational homotopy of embedding spaces, focusing on grtQ and unitrivalent graphs in this advanced mathematical lecture.
Explore torsion in string topology with Florian Naef, delving into algebraic and topological aspects related to the Grothendieck-Teichmüller group.
Explore Poincaré duality and TQFT structures in loop spaces, delving into advanced algebraic topology concepts with K. Cieliebak from Augsburg.
Explore algebraic topology and the Grothendieck-Teichmüller group through an innovative lens, examining tangles in a unique context.
Explore top weight cohomology of M_{g,n} and its connection to the handlebody group in algebraic topology and Grothendieck-Teichmüller theory.
Explore gravity properad, moduli spaces M_g,n, and string topology with S. Merkulov, delving into algebraic and topological concepts in advanced mathematics.
Explore 3D supersymmetric gauge theories, focusing on state spaces and vortex geometry in gauged maps and their moduli.
Explore recoupling coefficients and quantum entropies in condensed matter physics and quantum field theory with insights from M. Christandl.
Explore integrality gaps for vertex covers on sparse Bernoulli hypergraphs with insights from ETH Zurich researcher D. Dmitriev.
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