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SymTFT for continuous symmetries — non-linear realizations and spontaneous breaking

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BIDW03 - The Many Faces of Boundaries, Impurities, and Defects

Generalized symmetries correspond to topological defects and operators. Finite generalized symmetries can be studied using a topological symmetry theory (SymTFT) in one higher dimensions. Various groups have recently proposed a generalization of this picture to include also continuous symmetries. In this talk I will review this construction and discuss some recent applications in the context of non-linear realizations of continuous symmetries and spontaneous symmetry breaking. Based on joint works with Federico Bonetti and Ruben Minasian.

This talk is part of the Isaac Newton Institute Seminar Series series.

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