Zur Seitenansicht

Titelaufnahme

Titel
Inverse problems, geometric and topological aspects of representation theory, and low-dimensional topology : AMS Special Session Inverse Problems, October 22-23, 2022, University of Utah, Salt Lake City, UT, AMS Special Session Geometry and Representation Theory of Quantum Algebras and Related Topics, October 22-23, 2022, University of Utah, Salt Lake City, UT / Mee Seong Im, Hanna Ewa Makaruk, Bach Nguyen, Robert Owczarek, editors
HerausgeberIm, Mee Seong ; Makaruk, Hanna ; Nguyen, Bach ; Owczarek, Robert M.
Name der KonferenzAMS Special Session Inverse Problems 2022 Salt Lake City, Utah ; AMS Special Session Geometry and Representation Theory of Quantum Algebras and Related Topics 2022 Salt Lake City, Utah
ErschienenProvidence, Rhode Island : American Mathematical Society, [2026], © 2026
Umfangxii, 181 Seiten : Illustrationen
Serie
Contemporary mathematics ; 834
SchlagwörterInverse problems (Differential equations) / Congresses / Representations of groups / Congresses / Low-dimensional topology / Congresses / Approximations and expansions -- Approximations and expansions -- Best approximation, Chebyshev systems / Algebraic geometry -- Algebraic groups -- Geometric invariant theory / Quantum theory -- Axiomatics, foundations, philosophy -- Quantum coherence, entanglement, quantum correlations / Conference papers and proceedings
URLzbMATH
ISBN9781470474157
Links
Nachweis
Archiv METS (OAI-PMH)
Download
Zusammenfassung
This volume contains the proceedings of the AMS Special Session on Inverse Problems and the AMS Special Session on Geometry and Representation Theory of Quantum Algebras and Related Topics at the AMS Fall Western Sectional Meeting, held from October 22–23, 2022, at the University of Utah, Salt Lake City, Utah. This book presents a wide variety of high-quality research in Reshetikhin–Turaev invariants, Khovanov homology, quantum groups, topological quantum field theories over algebraic number fields, nonreductive geometric invariant theory, Chebyshev polynomials, oriented bundles over oriented surfaces, and entanglement topology and tensor networks. The book may be useful for both junior and senior researchers and mathematicians in low-dimensional topology, mathematical physics, and algebraic geometry.