[2307.16587v1] Note on generating operators of symmetry breaking operators -- from discrete to continuous
[2307.16587v1] Note on generating operators of symmetry breaking operators -- from discrete to continuous Mathematics > Representation Theory arXiv:2307.16587v1 (math) [Submitted on 31 Jul 2023 (this version), latest version 19 Feb 2024 ( v4 )] Title: Note on generating operators of symmetry breaking operators -- from discrete to continuous Authors: Toshiyuki Kobayashi View a PDF of the paper titled Note on generating operators of symmetry breaking operators -- from discrete to continuous, by Toshiyuki Kobayashi View PDF Abstract: Via the ""generating operator"" of the Rankin-Cohen brackets introduced in Kobayashi--Pevzner [ arXiv:2306.16800 ], we present a trick to produce various non-local intertwining operators with continuous parameter out of a countable set of differential symmetry breaking operators. Comments: 15 pages Subjects: Representation Theory (math.RT) MSC classes: Primary 22E45, Secondary 30H10, 32A45, 43A85, 47B38 Cite as: arXiv:2307.16587 [math.RT] (or arXiv:2307.16587
Abstract page for arXiv paper 2307.16587v1: Note on generating operators of symmetry breaking operators -- from discrete to continuous