Filippo De Mari

Localization type Berezin-Toeplitz

AbstractLet II be a bounded symmetric domain, ω ⇉ I a bounded subdomain, and let

Different Faces of the Shearlet Group

{\cal H}_\lambda ^2 \subset L_\lambda ^2

Recent Progress in Shearlet Theory: Systematic Construction of Shearlet Dilation Groups, Characterization of Wavefront Sets, and New Embeddings

denote the weighted Bergman space of holomorphic square integrable functions on I. Let Tλ, ω be the Berezin-Toeplitz operator on

Harmonic and Applied Analysis

{\cal H}_\lambda ^2

From Group Representations to Signal Analysis

with symbol χΩ and kth eigenvalue λk(Tλ,Ω). We prove that for δ1 sufficiently close to 0 and δ2 sufficiently close to 1 the estimate