Cowling-Price theorem and characterization of heat kernel on symmetric spaces
Swagato K Ray, Rudra P Sarkar
Abstract
We extend the uncertainty principle, the Cowling--Price theorem, on non-compact Riemannian symmetric spaces X. We establish a characterization of the heat kernel of the Laplace--Beltrami operator on X from integral estimates of the Cowling--Price type.
Create a lesson
Related papers
Higher mod p Satake transforms: explicit formulas and images for GL2
Hargun Bhatia, Yashi Jain, Casey Perdue et al.
Lusztig Parameters and Factorizations of Determinantial Modules
Yingjin Bi
Twisted Jacquet modules and induction from Speh representations
Alan Xuelun Hou
Sharp commutator bounds on complex simple Lie algebras: the Böttcher--Wenzel inequality and the comass of the Cartan 3-form
Daniel J. F. Fox
Categorified Cluster Structures on Coulomb Branches of Certain Star-Shaped Quivers
Tianle Liu
Reciprocity for projective and injective direct summands
Shigeo Koshitani, Taro Sakurai