Cayley graphs that have a quantum ergodic eigenbasis

Type: Article

Publication Date: 2023-09-01

Citations: 2

DOI: https://doi.org/10.1007/s11856-023-2516-6

Locations

  • Israel Journal of Mathematics - View

Similar Works

Action Title Year Authors
+ Cayley graphs that have a quantum ergodic eigenbasis 2022 Assaf Naor
Ashwin Sah
Mehtaab Sawhney
Yufei Zhao
+ PDF Chat Quantum ergodicity on large graphs 2015 Nalini Anantharaman
+ Quantum Unique Ergodicity and Random Waves on Graphs 2016
+ PDF Chat No Quantum Ergodicity for Star Graphs 2004 Gregory Berkolaiko
Jonathan P. Keating
Brian Winn
+ PDF Chat Quantum ergodicity on large regular graphs 2013 Nalini Anantharaman
E. Masson
+ Cayley graphs: eigenvalues, expanders and random walks 1995 Alexander Lubotzky
+ Quantum Central Limit Theorem for Continuous-Time Quantum Walks on Odd Graphs in Quantum Probability Theory 2008 S. Salimi
+ PDF Chat Controllability of quantum walks on graphs 2012 Francesca Albertini
Domenico D’Alessandro
+ PDF Chat Quantum Unique Ergodicity for Cayley Graphs of Quasirandom Groups 2023 Michael Magee
Joe Thomas
Yufei Zhao
+ Quantum Unique Ergodicity for Cayley graphs of quasirandom groups 2022 Michael Magee
Joe Thomas
+ Eigenvalue Estimates for Quantum Graphs 2016 James B. Kennedy
+ Spectra of quantum graphs 2012 Gregory Berkolaiko
Peter Kuchment
+ Bloch varieties and quantum ergodicity for periodic graph operators 2024 Wencai Liu
+ PDF Chat Quantum graphs: a model for quantum chaos 2001 Tsampikos Kottos
Holger Schanz
+ The quantum Cayley-Hamilton theorem 1998 J.J. Zhang
+ Periodic Orbit Theory and Spectral Statistics for Quantum Graphs 1999 Tsampikos Kottos
Uzy Smilansky
+ Quantum graphs 2008
+ Quantum graphs 2004 Peter Kuchment
+ Discrete-time quantum walks and graph structures 2019 Chris Godsil
Hanmeng Zhan
+ Quantum ergodic theorems 1984 DÄ—nes Petz