Hübner, Max - Risultato della ricerca

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Cornering Relative Symmetry Theories / Cvetič, Mirjam (Pennsylvania U., Dept. Math. ; Pennsylvania U. ; Maribor U.) ; Donagi, Ron (Pennsylvania U., Dept. Math. ; Pennsylvania U.) ; Heckman, Jonathan J. (Pennsylvania U., Dept. Math. ; Pennsylvania U.) ; Hübner, Max (Pennsylvania U., Dept. Math.) ; Torres, Ethan (CERN)
The symmetry data of a $d$-dimensional quantum field theory (QFT) can often be captured in terms of a higher-dimensional symmetry topological field theory (SymTFT). [...]
UPR-1331-TH ; CERN-TH-2024-139 ; arXiv:2408.12600. - 105.
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Treelike structure of symmetry topological field theories and multisector QFTs / Baume, Florent (Hamburg U., Inst. Theor. Phys. II) ; Heckman, Jonathan J. (Pennsylvania U., Dept. Math.) ; Hübner, Max (Pennsylvania U., Dept. Math.) ; Torres, Ethan (Pennsylvania U., Dept. Math. ; CERN) ; Turner, Andrew P. (Pennsylvania U., Dept. Math.) ; Yu, Xingyang (New York U., CCPP ; Virginia Tech., Blacksburg)
The global symmetries of a $D$-dimensional QFT can, in many cases, be captured in terms of a $(D+1)$-dimensional symmetry topological field theory (SymTFT). In this work we construct a $(D+1)$-dimensional theory which governs the symmetries of QFTs with multiple sectors which have connected correlators that admit a decoupling limit. [...]
arXiv:2310.12980; ZMP-HH/23-13; CERN-TH-2023-183.- 2024-05-10 - 53 p. - Published in : Phys. Rev. D 109 (2024) 106013 Fulltext: 2310.12980 - PDF; Publication - PDF;

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0-form, 1-form, and 2-group symmetries via cutting and gluing of orbifolds / Cvetič, Mirjam (Pennsylvania U. ; Maribor U. ; CERN ; Pennsylvania U., Dept. Math.) ; Heckman, Jonathan J. (Pennsylvania U. ; Pennsylvania U., Dept. Math.) ; Hübner, Max (Pennsylvania U.) ; Torres, Ethan (Pennsylvania U.)
Orbifold singularities of M-theory constitute the building blocks of a broad class of supersymmetric quantum field theories (SQFTs). In this paper we show how the local data of these geometries determines global data on the resulting higher symmetries of these systems. [...]
arXiv:2203.10102; UPR-1317-T; CERN-TH-2022-053.- 2022-11-10 - 78 p. - Published in : Phys. Rev. D 106 (2022) 106003 Fulltext: PDF;

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Vedi anche: autori con nomi simili
6	Hubner, Max
408	Hubner, Michael
1	Hubner, Michael Henry
7	Hübner, M
9	Hübner, M.T.
408	Hübner, Michael

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