Results 21 to 30 of about 14,925 (304)
Mathematics, 2023 In this paper, the representability of the generalized Student’s distribution as uniform and normal-scale mixtures is considered. It is also shown that the generalized Burr and the Snedecor–Fisher distributions can be represented as the scale mixtures of
Victor Korolev, Alexander Zeifman
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On the Dependence of the Limit Functions on the Random Parameters in Random Ergodic Theorems
Abstract and Applied Analysis, 2013 We study the structure of the ergodic limit functions determined in random ergodic theorems. When the r random parameters are shifted by the -shift transformation with , the major finding is that the (random) ergodic limit functions determined in random ...
Takeshi Yoshimoto
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Limit theorems for Floyd's triangle: a new approach to not a new problem
Lietuvos Matematikos Rinkinys, 2021 Floyd's triangle is often presented to computer science students as an exercise or example to illustrate the concepts of text formatting and loop constructs. The paper proposes to look at an object from a different angle and to examine limit theorems for
Igoris Belovas
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Approximate Central Limit Theorems [PDF]
Journal of Theoretical Probability, 2017 15 ...
Berckmoes, B., Molenberghs, Geert
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Generalized continuous-time random walks, subordination by hitting times, and fractional dynamics [PDF]
, 2009 Functional limit theorems for continuous-time random walks (CTRW) are found in the general case of dependent waiting times and jump sizes that are also position dependent.
Kolokoltsov, V. N. (Vasiliĭ Nikitich)
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INTERMITTENCY AND MULTISCALING IN LIMIT THEOREMS
Fractals, 2022 It has been recently discovered that some random processes may satisfy limit theorems even though they exhibit intermittency, namely an unusual growth of moments. In this paper, we provide a deeper understanding of these intricate limiting phenomena.
DANIJEL GRAHOVAC +2 more
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Macroscaling limit theorems for filtered spatiotemporal random fields [PDF]
, 2013 This article addresses the problem of defining a general scaling setting in which Gaussian and non-Gaussian limit distributions of linear random fields can be obtained. The linear random fields considered are defined by the convolution of a Green kernel,
Anh, Vo +5 more
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Geometric And Functional Analysis, 2003 The first Szego limit theorem has been extended by Bump-Diaconis and Tracy-Widom to limits of other minors of Toeplitz matrices. We extend their results still further to allow more general measures and more general determinants. We also give a new extension to higher dimensions, which extends a theorem of Helson and Lowdenslager.
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, 2017 In this chapter we introduce selected limit theorems on fuzzy quantum space, namely Egorov’s theorem, Central limit theorem, Weak and strong law of large numbers, and extreme value theorems for fuzzy quantum space.
Beloslav Riečan +2 more
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On limit theorems of Fortet–Kac type
Lietuvos Matematikos Rinkinys, 2008 We get the theorem of large deviations for sums of type \sum f(T jt) satisfying the conditions weaker than in [5] (see [5, pp. 221–227]).
Birutė Kryžienė +1 more
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