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Markus Pflaum | A tour d’horizon through homotopical aspects of C*-algebraic quantum spin systems
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Classroom Contents
Workshop on Quantum Field Theory and Topological Phases via Homotopy Theory and Operator Algebras
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- 1 Bowen Shi | Mathematical Puzzles from the Entanglement Bootstrap: On Immersions and regular homotop
- 2 Dmitri Pavlov | The classification of two-dimensional extended conformal field theories
- 3 Eric Roon | Finitely Correlated States Driven by Topological Dynamics
- 4 Roman Geiko | Omega-spectrum of stabilizer invertible phases
- 5 Carolyn Zhang | SymTFT approach for (non-)invertible symmetries of mixed states
- 6 Ben Gripaios | Locality and smoothness of QFTs
- 7 Markus Pflaum | A tour d’horizon through homotopical aspects of C*-algebraic quantum spin systems
- 8 Greg Moore | p-form puzzles
- 9 Christoph Schweigert | Tensor network states: a topological field theory perspective
- 10 David Penneys | Holography for bulk-boundary local topological order
- 11 Ilka Brunner | Defects as functors between phases of Abelian gauged linear sigma models
- 12 Nikita Sopenko | Reflection positivity and invertible phases of 2d quantum many-body systems
- 13 Lukasz Fidkowski | Non-invertible bosonic chiral symmetry on the lattice
- 14 Alexander Schenkel | C*-categorical prefactorization algebras for superselection sectors...
- 15 Emil Prodan | Mapping the landscape of frustration-free models
- 16 João Faria Martins | A categorification of Quinn’s finite total homotopy TQFT ...
- 17 Agnes Beaudry | An algebraic theory of planon-only fracton orders
- 18 David Reutter | On the categorical spectrum of topological quantum field theories
- 19 Theo Johnson Freyd | Some thoughts about the Kapustin–Kitaev cobordism conjecture
- 20 Matthias Ludewig | Generalized Kitaev Pairings and Higher Berry curvature in coarse geometry
- 21 Constantin Teleman | Quantizing homotopy types
- 22 Jackson van Dyke | Moduli spaces of projective 3d TQFTs
- 23 Alexei Kitaev | Local definitions of gapped Hamiltonians and topological and invertible states IV
- 24 Pieter Naajkens | Classification of phases and long-range entanglement
- 25 Michael Hopkins | Lattice models and topological quantum field theories IV
- 26 Bruno Nachtergaele | Quantum Phase Diagrams: order parameters, topological invariants, examples
- 27 Alexei Kitaev | Local definitions of gapped Hamiltonians and topological and invertible states III
- 28 Pieter Naajkens | Building the braided (fusion) category of superselection sectors II
- 29 Mike Hopkins | Lattice models and topological quantum field theories III
- 30 Bruno Nachtergaele | Quantum Entanglement in many-body systems II
- 31 Mike Hopkins | Lattice models and topological quantum field theories I
- 32 Alexei Kitaev | Local definitions of gapped Hamiltonians and topological and invertible states II
- 33 Pieter Naajkens | Building the braided (fusion) category of superselection sectors I
- 34 Mike Hopkins | Lattice models and topological quantum field theories II
- 35 Bruno Nachtergaele | Quasilocality: almost local observables & interactions, Lieb-Robinson bounds...
- 36 Alexei Kitaev | Local definitions of gapped Hamiltonians and topological and invertible states I
- 37 Pieter Naajkens | Introduction to superselection sector theory
- 38 Bruno Nachtergaele | Quantum Lattice Systems
