Dmitri Pavlov
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Registered User
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Stolz-Teichner program;
(local) functorial quantum field theory and sigma models;
K-homology and KK-theory;
chromotopy and topological modular forms;
geometric models for (co)homology;
noncommutative geometry, especially von Neumann algebras,
noncommutative integration, modular theory, correspondences,
Connes fusion, continuous tensor product systems;
applications of topology and noncommutative geometry to each other.
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Tags |
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oa.operator-algebras× 28 von-neumann-algebras× 26 fa.functional-analysis× 16 measure-theory× 13 ct.category-theory× 13 at.algebraic-topology× 12 dg.differential-geometry× 11 soft-question× 10 noncommutative-geometry× 10 gn.general-topology× 9 |
big-list× 9 reference-request× 8 smooth-manifolds× 7 ag.algebraic-geometry× 5 homotopy-theory× 4 examples× 4 c-star-algebras× 4 spectral-triples× 3 simplicial-stuff× 3 pr.probability× 3 |
noncommutative-algebra× 3 monoidal-categories× 3 model-categories× 3 linear-algebra× 3 latex× 3 higher-category-theory× 3 big-picture× 3 topos-theory× 2 topological-vector-spaces× 2 subfactors× 2 |
stable-homotopy× 2 spin-geometry× 2 simplicial-sheaves× 2 monoids× 2 lo.logic× 2 line-bundles× 2 infinity-topos-theory× 2 ho.history-overview× 2 gelfand-duality× 2 connections× 2 |
colimits× 2 cobordism× 2 books× 2 bimodules× 2 writing vector-bundles unbounded-operators typography translation tqft |
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