本文探討了積分根系統的 Cherednik 核的邊界性,並證明了其與從 BC 型到 A 型的極限轉換相關的特性。
This paper investigates the properties and applications of the Cherednik kernel, a special function in harmonic analysis, focusing on its boundedness criteria and its connection to spherical functions in the context of root systems and Lie group theory.
This paper explores the boundedness of the Cherednik kernel, a special function in harmonic analysis, and its limit transition from type BC to type A using recurrence relations.