Math 2.0

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Reflected Anchored Langevin Algorithms KKR9167FPT

URIm2://res/KKR9167FPT
Kindpreprint
CreatorsChangwei Tu, Xiaoyu Wang, Yingli Wang, Xicheng Zhang, Lingjiong Zhu
Date2026-10-07
Subjectsarxiv stat.ML, arxiv cs.LG, arxiv math.PR
Scopeborder

Expressions

e1: version, preprint

Date2026-10-07
IdsarXiv 2610.09522

Items in this resource

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

ItemKindWhereSource
Dirichlet form comparisonstatementproposition 31arxiv
Direct one step crossing comparisonstatementproposition 32arxiv
Generator, Neumann form, and heat kernelstatementproposition 4arxiv
31CY3ZQAVEstatementlemma 11arxiv
Exact exponential crossing advantagestatementcorollary 33arxiv
4QC0ABBSS8statementlemma 24arxiv
Long time Wasserstein stabilitystatementlemma 18arxiv
5ZKS3SQXARstatementtheorem 27arxiv
7PR6W6ERZKstatementlemma 26arxiv
EFR598VPWZstatementcorollary 7arxiv
Gaussian smoothing coefficient conditionstatementlemma 25arxiv
A normalized contraction stepsize separation from PLMCstatementtheorem 30arxiv
Choice of block lengthstatementcorollary 21arxiv
GPB46MG86Tstatementlemma 12arxiv
Global contraction with a uniform stepsize intervalstatementproposition 29arxiv
Fixed block projected Euler-Maruyama approximationstatementproposition 17arxiv
PD0ZC9T742statementtheorem 6arxiv
QWX4ZEZ9BBstatementtheorem 5arxiv
S59XMHH892statementtheorem 13arxiv
Time uniform discretization bound for constant referencestatementtheorem 19arxiv
V08MZV3B7Cstatementcorollary 15arxiv
X6R6FNSQ35statementtheorem 14arxiv
Well posedness by time changestatementlemma 3arxiv
Iteration criterion for constant referencestatementcorollary 20arxiv
Uniform Gaussian reference coefficient boundsstatementlemma 28arxiv
ZXAQAZDDY2statementlemma 10arxiv

Catalogue records