Large Deviations

51 books
Refined large deviation limit theoremsVladimir Vinogradov
⏱ 3h 32m

Refined large deviation limit theorems

Vladimir Vinogradov

1994212 pp.
Large deviationsF. den Hollander
⏱ 2h 23m

Large deviations

F. den Hollander

2000143 pp.
Large deviation techniques in decision, simulation, and estimationJames A. Bucklew
⏱ 4h 50m

Large deviation techniques in decision, simulation, and estimation

James A. Bucklew

1990290 pp.
Large deviations and metastabilityEnzo Olivieri
⏱ 8h 49m

Large deviations and metastability

Enzo Olivieri

2005529 pp.
Large deviationsJean-Dominique Deuschel
⏱ 4h 55m

Large deviations

Jean-Dominique Deuschel

1989295 pp.
Large deviations for performance analysisAdam Shwartz
⏱ 9h 16m

Large deviations for performance analysis

Adam Shwartz

1995556 pp.
A weak convergence approach to the theory of large deviationsPaul Dupuis
⏱ 8h 12m

A weak convergence approach to the theory of large deviations

Paul Dupuis

1997492 pp.
Large deviations and applicationsS. R. S. Varadhan
⏱ 1h 15m

Large deviations and applications

S. R. S. Varadhan

198475 pp.
Entropy, large deviations, and statisticalmechanicsEllis, Richard S.
⏱ 6h 4m

Entropy, large deviations, and statisticalmechanics

Ellis, Richard S.

1984364 pp.
Large-deviation theorems for sums of independent and identically distributed random vectorsOleksandr Zaihraiev
⏱ 3h 7m

Large-deviation theorems for sums of independent and identically distributed random vectors

Oleksandr Zaihraiev

2005187 pp.
Large deviations and idempotent probabilityAnatolii Puhalskii
⏱ 8h 40m

Large deviations and idempotent probability

Anatolii Puhalskii

2001520 pp.
Large Deviations for Performance AnalysisAlan Weiss
⏱ 9h 16m

Large Deviations for Performance Analysis

Alan Weiss

2018556 pp.
Big queuesAyalvadi Ganesh
⏱ 4h 25m

Big queues

Ayalvadi Ganesh

2004265 pp.
A Slant of SunBeth Kephart
⏱ 4h 16m

A Slant of Sun

Beth Kephart

1998256 pp.
A large deviation principle for the order of a random permutationNeil O'Connell

A large deviation principle for the order of a random permutation

Neil O'Connell

1996No page data
Stronger topologies for sample path large deviations in Euclidean spaceNeil O'Connell
⏱ 20m

Stronger topologies for sample path large deviations in Euclidean space

Neil O'Connell

199620 pp.
Grandes déviations et applications statistiquesSociété mathématique de France
⏱ 3h 20m

Grandes déviations et applications statistiques

Société mathématique de France

1979200 pp.
Grandes déviations et applications statistiquesSociété mathématique de France
⏱ 3h 20m

Grandes déviations et applications statistiques

Société mathématique de France

1979200 pp.
Grösste zulässige AbweichungenK. Blachnitzky
⏱ 30m

Grösste zulässige Abweichungen

K. Blachnitzky

198630 pp.
An introduction to rare event simulationJames A. Bucklew
⏱ 4h 20m

An introduction to rare event simulation

James A. Bucklew

2003260 pp.
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