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The Controlling $$L_\infty $$-Algebra, Cohomology and Homotopy of Embedding Tensors and Lie–Leibniz Triples

• Authors : Chenchang Zhu; Yunhe Sheng; Rong Tang

Subjects: Computer Science::Machine Learning; Infinitesimal; FOS: Physical sciences

• Source: Communications in Mathematical Physics. 386:269-304

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Algebraic Heun Operator and Band-Time Limiting

• Authors : Alexei Zhedanov; F. Alberto Grünbaum; Luc Vinet

Subjects: Polynomial; 010102 general mathematics; Mathematics::Classical Analysis and ODEs

• Source: Communications in Mathematical Physics. 364:1041-1068

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QQ~-Systems for Twisted Quantum Affine Algebras.

• Authors : Wang, Keyu¹ (AUTHOR)

• Source: Communications in Mathematical Physics. Jun2023, Vol. 400 Issue 2, p1137-1179. 43p.

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The Necessity of Wheels in Universal Quantization Formulas

• Authors : Giuseppe Dito;

Subjects: Geometric quantization; Deformation quantization; ComputingMethodologies_IMAGEPROCESSINGANDCOMPUTERVISION

• Source: Expanded version of the previous post. 2013

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SLE and Virasoro Representations: Localization

• Authors : Julien Dubédat

Subjects: Partition function (quantum field theory); Mathematics::Complex Variables; Riemann surface

• Source: Communications in Mathematical Physics. 336:695-760

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A C*-Algebra for Quantized Principal U(1)-Connections on Globally Hyperbolic Lorentzian Manifolds

• Authors : Thomas-Paul Hack; Claudio Dappiaggi; Alexander Schenkel

Subjects: High Energy Physics - Theory; Mathematics - Differential Geometry; Functor

• Source: Communications in Mathematical Physics. 332:477-504

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Q-data and Representation Theory of Untwisted Quantum Affine Algebras.

• Authors : Fujita, Ryo¹ (AUTHOR); Oh, Se-jin² (AUTHOR)

• Source: Communications in Mathematical Physics. Jun2021, Vol. 384 Issue 2, p1351-1407. 57p.

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The Vertex Algebras R(p) and V(p).

• Authors : Adamović, Dražen¹ (AUTHOR); Creutzig, Thomas² (AUTHOR) ; Genra, Naoki² (AUTHOR)

• Source: Communications in Mathematical Physics. Apr2021, Vol. 383 Issue 2, p1207-1241. 35p.

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Cylindric Versions of Specialised Macdonald Functions and a Deformed Verlinde Algebra

• Authors : Christian Korff

Subjects: Hecke algebra; Structure constants; Integer lattice

• Source: Communications in Mathematical Physics. 318:173-246

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An Algebra of Deformation Quantization for Star-Exponentials on Complex Symplectic Manifolds

• Authors : Giuseppe Dito; Pierre Schapira;

Subjects: Star (game theory); 01 natural sciences; Section (fiber bundle)

• Source: Latex file, 24 pages. 2006

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