Overlap, Not Moments: Finite-Sample Theory for Bridge Sampling 9EMNMAW8YH

URI	`m2://res/9EMNMAW8YH`
Kind	preprint
Creators	Giorgio Micaletto
Date	2026-10-12
Subjects	arxiv stat.CO, arxiv math.ST, arxiv stat.ME, arxiv stat.TH
Scope	border

Expressions

e1: version, preprint

Date	2026-10-12
Ids	arXiv 2610.17403

Items in this resource

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

Item	Kind	Where	Source
First-order invariance to the proposal fit	statement	theorem 22	arxiv
A large certificate certifies overlap	statement	proposition 12	arxiv
Berry--Esseen under MCMC	statement	theorem 17	arxiv
Properties of the overlap	statement	lemma 3	arxiv
The conditional MCSE misses nothing at first order	statement	corollary 24	arxiv
Lower bounds	statement	theorem 13	arxiv
Concentration under MCMC	statement	theorem 16	arxiv
Mean and variance of the shifted estimating function	statement	lemma 5	arxiv
Reliability of the delta-method MCSE	statement	theorem 10	arxiv
Block influence	statement	lemma 28	arxiv
Structure of the MCSE	statement	lemma 4	arxiv
Reduction and concentration	statement	theorem 6	arxiv
Global contraction and the contraction factor	statement	theorem 21	arxiv
Estimating equation	statement	lemma 1	arxiv
Sample size sufficient for a given accuracy	statement	corollary 7	arxiv
Overlap functionals	definition	definition 2	arxiv
Berry--Esseen bound for an independent part plus a reversible-chain part	statement	lemma 33	arxiv
Power and blind spot of the calibration test	statement	proposition 26	arxiv
Null calibration of the calibration test	statement	theorem 25	arxiv
MCSE under MCMC	statement	theorem 19	arxiv
Fixed-$G$ calibration	statement	theorem 29	arxiv
A free certificate	statement	proposition 11	arxiv
TS216WZ84P	statement	lemma 31	arxiv
Overlap functionals under MCMC	definition	definition 15	arxiv
Characteristic function of a reversible chain	statement	lemma 32	arxiv
Exact orthogonality	statement	proposition 20	arxiv
Berry--Esseen	statement	theorem 8	arxiv
Lower bounds under MCMC	statement	theorem 18	arxiv

Catalogue records

arxiv: 2610.17403 (work)