Lipschitz and Fourier type conditions with moduli of continuity in rank 1 symmetric spaces
arXiv:2109.11210 · doi:10.1007/s00605-021-01621-w
Abstract
Sufficient and necessary results have been proven on Lipschitz type integral conditions and bounds of its Fourier transform for an function, in the setting of Riemannian symmetric spaces of rank whose growth depends on a th-order modulus of continuity.
Accepted for publication in the journal Monatshefte für Mathematik