Modified logarithmic Sobolev inequalities hold for Davies semigroups in 2D Abelian quantum double models at positive temperatures via a Dobrushin-Shlosman condition and verified strong martingale property for conditional expectations.
Frigerio, Stationary states of quantum dynamical semigroups , Commun
2 Pith papers cite this work. Polarity classification is still indexing.
2
Pith papers citing it
verdicts
UNVERDICTED 2representative citing papers
Establishes correspondence between equilibrium Majorana zero modes and non-equilibrium kinetic zero modes in dissipative topological superconductors, derives algebraic relation for their numbers, and proposes dissipation engineering recipes demonstrated on Kitaev chain.
citing papers explorer
-
Modified logarithmic Sobolev inequalities for Abelian quantum double models
Modified logarithmic Sobolev inequalities hold for Davies semigroups in 2D Abelian quantum double models at positive temperatures via a Dobrushin-Shlosman condition and verified strong martingale property for conditional expectations.
-
Dissipation-Induced Steady States in Topological Superconductors: Mechanisms and Design Principles
Establishes correspondence between equilibrium Majorana zero modes and non-equilibrium kinetic zero modes in dissipative topological superconductors, derives algebraic relation for their numbers, and proposes dissipation engineering recipes demonstrated on Kitaev chain.