2 papers
math.PR2026
Quantum Adiabatic Theorem under Wiener Noise: Maximal Mean-Square Estimates
A. M. H. H. Caldera, R. P. K. De Silva, R. P. K. DeSilva +2
We derive maximal mean-square adiabatic estimates for finite-dimensional stochastic Schrödinger equations with Hamiltonian-proportional Wiener noise. For deterministic Hamilt…
quant-ph2026
The Quantum Adiabatic Theorem for Non-Hermitian Dynamics
G. M. V. S. Aponso, B. P. W. Fernando, K. K. W. A. S. Kumara +1
We establish a quantitative adiabatic estimate for a class of finite-dimensional non-Hermitian Schrödinger dynamics. The original non-Hermitian Hamiltonian is assumed to be diagona…