[PDF] Top 20 A Strong Law of Large Numbers for Set Valued Random Variables in Gα Space
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A Strong Law of Large Numbers for Set Valued Random Variables in Gα Space
... of large numbers at different kinds of conditions and different kinds of ...of set-valued random theory, the theory of set-valued random variables and their ... See full document
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Strong Laws of Large Numbers for Fuzzy Set Valued Random Variables in Gα Space
... of set-valued stochastic theory, it has become a new branch of probability ...the strong law of large numbers for independent and identically distributed random ... See full document
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Strong laws of large numbers for general random variables in sublinear expectation spaces
... several strong laws of large numbers for general random variables in sublinear expecta- tion spaces and obtain the growth rate of the partial sums in ...a strong law of ... See full document
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A Note on Strong Laws of Large Numbers for Dependent Random Sets and Fuzzy Random Sets
... fuzzy random variables in generalizing results for random sets to fuzzy random ...of large numbers, Kruse 18 proved an SLLN for ...random variables. Klement et al. ... See full document
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Best Possible Sufficient Conditions for Strong Law of Large Numbers for Multi Indexed Orthogonal Random Elements
... of large numbers for orthogonal random variables or Banach space-valued random elements are investigated by several ...a strong law of large ... See full document
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Convergence of weighted sums of independent random variables and an extension to Banach space valued random variables
... Weighted Sums, Strong Law of Large Numbers, Almost Se Convergence, Generzed Gaussian Random Variables, Random Elements in Banach Space, Schauder Basis.. AMS MOS SUBJECT CLASSIFICATION 19[r] ... See full document
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MARCINKIEWICZ-TYPE STRONG LAW OF LARGE NUMBERS FOR DOUBLE ARRAYS OF NEGATIVELY DEPENDENT RANDOM VARIABLES
... 4. Bozorgnia A., Patterson R.F. and Taylor R.L. Weak law of large numbers for negatively dependent random variables in Banach spaces, Madan Puri festschrift (Edited by E.Bruner and M. ... See full document
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Inequalities for sums of adapted random fields in Banach spaces and their application to strong law of large numbers
... independent random vari- ables can be applied to sequences consisting of independent ...the strong laws of large numbers to blockwise-martingale difference arrays in Banach ...of random ... See full document
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Strong Law of Large Numbers under an Upper Probability
... Strong law of large numbers is a fundamental theory in probability and ...this law is very different from additive ...the strong law of large numbers under ... See full document
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On Chung Teicher type strong law for arrays of vector valued random variables
... We study the equivalence between the weak and strong laws of large numbers for arrays of row-wise independent random elements with values in a Banach space Ꮾ. The conditions under which ... See full document
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Some strong laws of large numbers for weighted sums of asymptotically almost negatively associated random variables
... distributed random variables to the case of negatively associated random vari- ables with identical ...ρ-mixing random variables and non-identically distributed negatively asso- ˜ ... See full document
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On conditions for the strong law of large numbers in general Banach spaces
... weak law of large numbers ...phrases. Random element, Banach spaces, weak law of large numbers, strong law of large ... See full document
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Strong law of large numbers for a function of the local times of a transient random walk in $Z^d$
... distributed random variable with parameter 1 − ...the random walk—clearly not more than n—can be treated in the same way as the ...the set of visited sites is ...this set is contained in the ... See full document
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Hájek–Rényi inequality for m asymptotically almost negatively associated random vectors in Hilbert space and applications
... Since the concept of AANA was introduced, various investigations have been estab- lished by many authors. For more detail, we can refer to Chandra and Ghosal [3, 4], Ko et al. [5], Yuan and An [6, 7], Wang et al. [8], ... See full document
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Convergence Theorems for Partial Sums of Arbitrary Stochastic Sequences
... of strong limit theorems for arbitrary stochastic ...two strong limit theorems for martingale- difference sequence and Lo`eve’s and Petrov’s strong limit theorems for independent random ... See full document
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Markov approximation of arbitrary random field on homogeneous trees
... In this article, the main result can completely generalize the result in [2](Corollary 3). We obtain the small deviation theorems for the random fields and the frequencies of state-ordered couples for ... See full document
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Doob's Type Inequality and Strong Law of Large Numbers for Demimartingales
... Remark 1.4. Chow 1 proved a maximal inequality for submartingales. Newman and Wright 2 extended Doob’s maximal inequality and upcrossing inequality to the case of demimartingales, and pointed out that the partial sum of ... See full document
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Complete Convergence and Weak Law of Large Numbers for ρ Mixing Sequences of Random Variables
... of random variables and a series of useful results have been ...the strong law of large numbers [4-9], for almost sure con- vergence, and [10] for maximal inequalities and the ... See full document
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Lebesgues Stieltjes Integrals of Fuzzy Stochastic Processes with Respect to Finite Variation Processes
... In [21], the author studied the Lebesgue-Stieltjes integral of real stochastic processes with respect to fuzzy va- lued stochastic processes. In some references such as [5] [6], the integrals of fuzzy stochastic ... See full document
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Strong Law of Large Numbers for a 2 Dimensional Array of Pairwise Negatively Dependent Random Variables
... PD random variables and it was generalized to a case of weighted sum of 2-dimensional array of pairwise PD random variables by Kim, Baek and Han in one year ... See full document
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