A note regarding Gram-Schmidt states on T2
M. Encinosa
Abstract
An efficient procedure for generating Gram-Schmidt states on a toroidal surface T2 is presented. As an application of the method, low-lying eigenvalues and wave functions for an electron on T2 subjected to a constant magnetic field are determined.
Create a lesson
Related papers
Identifying the Shear Piezoelectric Coefficient using Physics-Informed Neural Networks under Exact Boundary and Initial Constraints
Suhas Suresh Bharadwaj
Fracture-Bench: A Controlled Benchmark Suite for Machine Learning Surrogates in Phase-Field Fracture Mechanics
Meenu Krishnan U., Maryam Hakimzadeh, Indrashish Saha et al.
Noise-resilient collective order through temporal memory in self-propelled particles
Mihir Durve, Sauro Succi, Antonio Celani
Site-orbit masked twin-branch Transformer for symmetry-constrained crystal generation
Junchi Liu, Haoran Si, Luo Yan et al.
Maximal correlation and optimal transformations of probability distributions in tensor-train format: a variational algorithm
Kayo Kinjo, Jun Ohkubo
Quantum simulation of dissipative acoustic and elastic waves by Schrödingerisation: absorbing boundaries and explicit polynomial-size circuits
Hoang Anh Nguyen, Ali Tura