In this note we provide proofs of various expressions for expectation values of symmetric polynomials in beta-deformed eigenvalue models with quadratic, linear, and logarithmic potentials. The relations we derive are also referred to as superintegrability. Our work completes proofs of superintegrability statements conjectured earlier in literature.
Proving superintegrability in β-deformed eigenvalue models / Bawane, Aditya; Karimi, Pedram; Sułkowski, Piotr. - In: SCIPOST PHYSICS. - ISSN 2542-4653. - 13:3(2022). [10.21468/scipostphys.13.3.069]
Proving superintegrability in β-deformed eigenvalue models
Bawane, Aditya;
2022-01-01
Abstract
In this note we provide proofs of various expressions for expectation values of symmetric polynomials in beta-deformed eigenvalue models with quadratic, linear, and logarithmic potentials. The relations we derive are also referred to as superintegrability. Our work completes proofs of superintegrability statements conjectured earlier in literature.File in questo prodotto:
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