Results 81 to 90 of about 7,821,936 (179)
Multivariate Probabilities of Large Deviations
Let ${P_n}^{\infty_n=1}$ denote a sequence of probability measures on $(R^k,B^k)$, where $R^k$ is k-dimensional Euclidean space and $B^k$ the Borel subsets. For $A\inB^k$, let $e(A)=lim_{n\rigtharrow\infty}(1/n) log P_n(A)$, if the limit exists. Sufficient conditions are given for expressing e(A) as the supremum of e(B) for certain "rectangular" sets ...
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Rogue waves and large deviations in deep sea. [PDF]
Dematteis G, Grafke T, Vanden-Eijnden E.
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Dynamical phase transitions, caustics, and quantum dark bands
We provide a new perspective on quantum dynamical phase transitions (DPTs) by explaining their origin in terms of caustics that form in the Fock space representation of the many-body state over time, using the fully connected transverse field Ising model
Valentin Link +2 more
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Stochastic gene expression conditioned on large deviations. [PDF]
Horowitz JM, Kulkarni RV.
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Large Deviations Properties of Maximum Entropy Markov Chains from Spike Trains. [PDF]
Cofré R, Maldonado C, Rosas F.
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Precise large deviations for widely orthant dependent random variables with different distributions. [PDF]
Gao M, Wang K, Chen L.
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From Large Deviations to Semidistances of Transport and Mixing: Coherence Analysis for Finite Lagrangian Data. [PDF]
Koltai P, Renger DRM.
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Lower Current Large Deviations for Zero-Range Processes on a Ring. [PDF]
Chleboun P +2 more
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Large deviations for nonlocal stochastic neural fields. [PDF]
Kuehn C, Riedler MG.
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We show a principle of large deviations for sums of random variables which themselve obey a principle of large deviations with speed an and rate function I.
Löwe, Matthias
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