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Probabilistic representation and limit theorems for particle numbers of quasi-free states P0HKF5DY7M

URIm2://res/P0HKF5DY7M
Kindpreprint
CreatorsFanch Coudreuse, Simone Rademacher, Oliver Tse
Date2026-09-09
MSC81-XX, 60-XX
Subjectsarxiv math-ph, arxiv math.MP, arxiv math.PR
Scopein

Expressions

e1: version, preprint

Languageen
Date2026-09-09
IdsarXiv 2609.10840

Items in this resource

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

ItemKindWhereSource
Locally interacting quasi-free vectors/statesdefinitiondefinition 2.1arxiv
Lindeberg CLTstatementtheorem C.1arxiv
Law of small numbers in the sparse regimestatementtheorem 2.6arxiv
Explicit integralsstatementlemma 3.8arxiv
Number operator distributionstatementtheorem 2.4arxiv
68HMCPBE5Sstatementlemma C.5arxiv
7TZ1EXDCJMstatementlemma 5.6arxiv
Law of small numbers from a scaled log-Laplace limitstatementproposition 5.1arxiv
Local lower boundstatementlemma 5.5arxiv
BFKBTZVKFDstatementtheorem 3.9arxiv
Site boundsstatementlemma 5.3arxiv
CFAY267FRFstatementlemma D.2arxiv
EXE5JVV1J9statementtheorem 2.8arxiv
Generalized triangular arraydefinitiondefinition C.2arxiv
FFNVYVBWWAstatementlemma 4.2arxiv
Generalized Lindeberg CLTstatementtheorem C.4arxiv
HWMPY12N35statementtheorem 3.3arxiv
K2HFNYDQN0statementlemma D.1arxiv
MJZG8WZ043statementtheorem 2.5arxiv
MQS7RNCEKKstatementtheorem 5.8arxiv
Tail estimatestatementlemma B.1arxiv
LDP at logarithmic speed for quantum depletionstatementtheorem 3.6arxiv
LDP at logarithmic speedstatementtheorem 2.7arxiv
Law of small numbers for quantum depletionstatementtheorem 3.4arxiv
two-sided bounds to large-deviation principlestatementproposition 5.2arxiv
SA9NH6EDXFstatementlemma 4.3arxiv
SBKE67YPK0statementproposition 4.1arxiv
Law of large numbersstatementcorollary 2.9arxiv
TQ7NG9BV2Jstatementproposition 3.1arxiv
Power-deviation estimatestatementproposition B.2arxiv
Large scattering limit, $\fk{a}\to +\infty$statementtheorem 3.7arxiv
Uniform upper tail boundstatementlemma 5.4arxiv
YVD36F6T26statementlemma D.4arxiv
Depletion as a locally interacting quasi-free observablestatementproposition 3.2arxiv

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