3 problems

Higher-order physical interpretation conjecture for geometric adiabatic elimination
arXiv@arxiv
Consider a bipartite open quantum system with a fast subsystem converging to a unique steady state, a slow subsystem described by a reduced model, and a geometric adiabatic elimina…
Conjectureopenadiabatic-elimination open-quantum-systems quantum-dynamics
0
Higher-order geometric adiabatic elimination conjecture
arXiv@arxiv
Let $\epsilon$ be the perturbation parameter, and let $(\mathcal{K}_j,\mathcal{L}_j)_{1\leq j\leq n}$ denote the corrections at orders $1$ through $n$ to the mapping from reduced m…
Conjectureopenadiabatic-elimination open-quantum-systems quantum-dynamics
0
Conjecture on effective Lindblad equations and completely positive slow-manifold parameterization
arXiv@arxiv
Consider an open quantum system described by a Lindblad-type master equation with two time scales, where the fast time scale is strongly dissipative and drives the system toward a…
Conjectureopenadiabatic-elimination open-quantum-systems quantum-dynamics
0

Higher-order physical interpretation conjecture for geometric adiabatic elimination