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Convergence of the probability of large deviations in a model of correlated random variables having compact-support $Q$-Gaussians as limiting distributions

机译：模型中大偏差概率的收敛性具有紧凑支持的相关随机变量$ Q $ -Gaussians作为限制分布

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Jauregui, Max; Tsallis, Constantino;
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年度 2015
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1. Convergence of the probability of large deviations in a model of correlated random variables having compact-support Q-Gaussians as limiting distributions [J] . Jauregui Max, Tsallis Constantino Journal of Mathematical Physics . 2015,第2期

机译：以紧凑支持Q高斯为极限分布的相关随机变量模型中大偏差概率的收敛
2. Convergence Rates for Probabilities of Moderate Deviations for Multidimensionally Indexed Random Variables [J] . DianliangDeng International journal of mathematics and mathematical sciences . 2009,第8期

机译：多维索引随机变量的中度偏差概率的收敛速度
3. Convergence Rates for Probabilities of Moderate Deviations for Multidimensionally Indexed Random Variables [J] . Dianliang Deng International journal of mathematics and mathematical sciences . 2009,第6期

机译：多维索引随机变量的中度偏差概率的收敛率
4. Tail distribution of the maximum of correlated Gaussian random variables [C] . Winter Simulation Conference . 2015

机译：高斯相关随机变量的最大值的尾部分布
5. Limiting distributions and large deviations for random walks in random environments [D] . Peterson, Jonathon Robert 2008

机译：随机环境中随机游动的极限分布和大偏差
6. Modeling Linguistic Variables With Regression Models: Addressing Non-Gaussian Distributions Non-independent Observations and Non-linear Predictors With Random Effects and Generalized Additive Models for Location Scale and Shape [O] . Christophe Coupé -1

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7. Strictly and asymptotically scale invariant probabilistic models of N correlated binary random variables having q-Gaussians as N → ∞ limiting distributions [O] . Rodríguez Mesas Antonio, Schwämmle Veit, Tsallis Constantino 2008

机译：具有q高斯作为N→∞极限分布的N个相关二元随机变量的严格和渐近尺度不变概率模型
8. PROBABILITY DISTRIBUTIONS FOR SUMS OF CERTAIN RANDOM VARIABLES, COMPARED TO THE GAUSSIAN APPROXIMATION, [R] . belden,glenn w. 1968

机译：与高斯近似相比，某些随机变量的概率分布，

Convergence of the probability of large deviations in a model of correlated random variables having compact-support $Q$-Gaussians as limiting distributions

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