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Lyapunov's central limit theorem - In probability theory, Lyapunov's central limit theorem is one of the variants of the central limit theorems. It states that if for each positive integer N we have a sequence of independent, mean 0 random variables
Central limit theorem - Central limit theorems are a set of weak-convergence results in probability theory. Intuitively, they all express the fact that any sum of many independent identically distributed random variables will tend to be distributed according to a particular "attractor distribution".
Limit superior and limit inferior - In mathematics, the limit inferior and limit superior (also called infimum limit and supremum limit) of a sequence can be thought of as limiting bounds on the sequence. (See limit of a function.
Explosive limit - The explosive limit, also called the explosion limit, of a gas or a vapour, is the limiting concentration (in air) that is needed for the gas to ignite and explode. There are two explosive limits for any gas or vapor, the lower explosive limit (LEL) and the upper explosive ...
Colloquium on Limit Theorems in Probability and Statistics - Balatonlelle, Hungary, June 28-July 2, 1999.
Johnson, Oliver - University of Bristol. Research interests: Probabilistic limit theorems, entropy theory, quantum information theory.
Bakhtin, Yuri - International Institute of Earthquake Prediction Theory And Mathematical Geophysics (IIEPT), Moscow. Probabilistic models of mathematical physics; stochastic partial differential equations; limit theorems of probability theory. Publications.
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