A remark on uniform Strichartz estimate for quantum walks on 1D lattice

Abstract

In this short note, we study quantum walks (QWs) on one dimensional lattice $\delta \mathbb{Z}$. Following Hong-Yang, we prove Strichartz estimates for QWs independent of the lattice width $\delta$.

6 pages, to appear in Yokohama Mathematical Journal

References in corpus (1)

• Intertwining operators between one-dimensional homogeneous quantum walks