Math 2.0

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Interacting Stochastic Systems with Agent-Based Sampling and Connection-Based Reinforcement N2NQ3QJYTW

URIm2://res/N2NQ3QJYTW
Kindpreprint
CreatorsYogesh Dahiya, Gursharn Kaur, Neeraja Sahasrabudhe
Date2026-10-09
MSC60-XX
Subjectsarxiv math.PR
Scopein

Expressions

e1: version, preprint

Languageen
Date2026-10-09
IdsarXiv 2610.13884

Items in this resource

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

ItemKindWhereSource
Almost Sure Convergence of $\Z_t$statementtheorem 4.5arxiv
1ZP2VBPKEJstatementtheorem 4.1arxiv
57TRK914SSstatementcorollary 6.1arxiv
5PPPHPGFQ5statementlemma B.2arxiv
67TKATA27Kstatementproposition 3.1arxiv
75XQDAA4E3statementtheorem A.2arxiv
Almost Sure Convergence of $\Z_t$statementtheorem 6.4arxiv
A 4-cycleexampleexample 6.2arxiv
Invertibility via mixed sampling or subcritical reinforcementstatementtheorem 3.2arxiv
Joint Central Limit Theoremstatementtheorem 3.7arxiv
BQT60FN969statementtheorem 4.4arxiv
C70DKNS0PRconjectureconjecture 7.1arxiv
Duflostatementtheorem B.3arxiv
Projected martingale ratesstatementtheorem 3.5arxiv
Almost sure convergence of $\mathbf Z_t$statementtheorem 3.1arxiv
Joint compact LILstatementtheorem 3.6arxiv
KAAACYMB6Vstatementlemma 4.3arxiv
MGEFX5D3JTstatementproposition 4.1arxiv
Odd cyclesstatementcorollary 3.4arxiv
NW08WNTKX0statementlemma 5.4arxiv
Q8BYK5QRY5statementlemma 5.3arxiv
Limiting conditional covariancestatementlemma 5.1arxiv
R39B0Q2QHTstatementlemma 5.2arxiv
RDZ24TN3ZJstatementtheorem A.1arxiv
SGHTWJRJ2Edefinitiondefinition B.1arxiv
Mokkadem--Pelletierstatementtheorem B.4arxiv
TRH2BQSF1Xstatementproposition 6.1arxiv
W4P9Z4KK48statementproposition A.1arxiv
XWCR25966Cstatementtheorem 3.3arxiv
YPZMPJ03HNstatementcorollary 4.2arxiv
ZRK0SFJDEJstatementtheorem 6.3arxiv

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