Math 2.0

Resources / preprint

Hypercontractivity and entropy decay for infinite-dimensional quantum Gibbs samplers MSWV3MJ5CE

URIm2://res/MSWV3MJ5CE
Kindpreprint
CreatorsSimon Becker, Cambyse Rouzé, Robert Salzmann
Date2026-10-05
Subjectsarxiv quant-ph, arxiv math-ph, arxiv math.MP
Scopeborder

Expressions

e1: version, preprint

Date2026-10-05
IdsarXiv 2610.06764

Items in this resource

The mentions of the inventory that name this resource. Each name links to the card of its inventory row.

ItemKindWhereSource
2P03K5KYKBstatementlemma 2.7arxiv
2Z32CB59MPdefinitiondefinition 2.11arxiv
Multimode Bose--Hubbard sampler with hoppingstatementtheorem 4.3arxiv
4WHNT4S8M7statementcorollary 2.1arxiv
50B5GJ7DP0statementlemma 2.6arxiv
6XNGDBAANEstatementtheorem 2.3arxiv
6XSHY56TGAstatementtheorem 2.12arxiv
9ZBYPACPFRstatementlemma 4.1arxiv
AG5EZJ5Q2Estatementlemma 4.6arxiv
C451PR3J8Cstatementproposition 3.3arxiv
CVMSKFGQGWstatementlemma 3.2arxiv
E8P27ZWV0Cstatementproposition 4.7arxiv
G5P5N9CNVGstatementcorollary 2.13arxiv
J54Z7PMW6Tstatementlemma 2.9arxiv
K65T2JWZD7statementlemma 2.5arxiv
Rothaus inequality on the entropy domainstatementlemma 2.4arxiv
Coulomb sampler with a finite-rank interactionstatementcorollary 4.5arxiv
RR6VRQWVKDstatementtheorem 3.1arxiv
RS6SBX6JBAstatementtheorem 4.2arxiv
Finite-dimensional Davies comparisonstatementproposition 2.8arxiv
WX42E8D1PMstatementlemma 2.2arxiv
X8HR4FPSSJstatementtheorem 1.1arxiv
XG166XAFBBstatementtheorem 1.2arxiv
XZGV7ZVQN4statementproposition 2.10arxiv

Catalogue records