... strong laws oflargenumbers for fields of random variables Ann Univ Sci Budapest 43, 61–78 Prokhorov, Y.V., 1950 On the strong lawoflargenumbers Bulletin the Soviet Union Academy of Sciences ... 2000 A general approach to the strong lawoflargenumbers Theory Probab Appl 45 (3), 436–449 Hoffmann-Jørgensen, J., Pisier, G., 1976 The lawoflargenumbers and the central limit theorem in ... extending the Brunk–Prokhorov strong lawoflargenumbers for martingale differences Statist Probab Lett 78, 3187–3194 Lagodowski, Z.A., 2009 Strong laws oflargenumbers for B-valued random fields...
... Tien / VNU Journal of Science, Mathematics - Physics 23 (2007) 159-167 163 Laws oflargenumbersof Hsu-Robbins type In the classical probability, the Hsu - Robbins lawoflargenumbers is studied ... Weak lawofLargeNumbers for adapted sequences in von Neumann Algebra, Acta Math Vietnamica vol 29, No (2004) 231 [8] Nguyen Van Quang, The LawofLargeNumbers for two Dimensional Arrays of Orthogonal ... On the lawoflargenumbers for martingale differences in von Neumann algebra, Acta Math Vietnamica 17 (1992) 15 [10] R Jajte, A non-commutative extension of Hsu - Robbins lawoflarge numbers, ...
... generalization of the Kolmogorov inequality and is a useful tool to prove the strong lawoflargenumbers Fazekas and Klesov gave a general method for obtaining the strong lawoflargenumbers for ... completes the proof of the theorem Now, we use Theorem 2.1 to prove a strong lawoflargenumbers for multidimensional arrays of random elements This result is inspired by Theorem 3.2 of Klesov et ... Marcinkiewicz-Zygmund laws oflargenumbers in Banach spaces and related ´ rates of convergence,” Probability and Mathematical Statistics, vol 1, no 2, pp 117–131, 1981 10 I Fazekas and T Tom´ cs, “Strong laws of...
... concept of blockwise m-dependence for a sequence of random variables and extended the classical Kolmogorov strong lawoflargenumbers to the blockwise m-dependence case Later, the strong lawoflarge ... results of this paper are Theorems 3.1, 3.3 Theorem 3.1 establishes the strong lawoflargenumbers for arbitrary blockwise martingale differences In Theorem 3.3, we set up the lawoflargenumbers ... < ∞, i=1 Laws ofLargeNumbers for Blockwise Martingale Differences it follows that ∞ 61 n−1 E |Xn |I(|Xn | > n) Fn−1 < ∞ a.s n=1 Thus using Kronecker’s Lemma, we get (3.8) The proof of theorem...
... in the lawoflargenumbers for random variables with multidimensional indices Ann Probab 6:469–482 [17] Thanh, L V 2005 Strong lawoflargenumbers and Lp -convergence for double arrays of independent ... Weak laws oflargenumbersof double sums of independent random elements in Rademacher type p and stable type p Banach spaces Nonlinear Anal 71:e1065–e1074 [16] Gut, A 1978 Marcinkiewicz laws ... B-valued random vectors with applications to the strong lawoflargenumbers Ann Probab 9:157–161 [6] Hoffmann-Jørgensen, J 1974 Sums of independent Banach space valued random variables Studia...
... Marcinkicwicz laws and convergence rates in ứic law o f largc numbers for random variablcs wiứi multidimcmsional indeces, Ann prob (1978) 469 [15] o Klesov, Strong law o f largenumbers for multidimcnsional ... Quang, On the Lavv o f LargeNumbers o f Hsu- Robbins type in Noncommutative Probability, Vietnam J Kíath voi 22, no (1990) 50 [12] Nguyen Van Quang, On the Weak law o f LargeNumbers for d-Dimensional ... Quang, On the Weak law o f LargeNumbers for adaptcd sequences in von Neumann Algebra, Acta Math Vìelnamica vol 29, No (2004) 231 [ ] Nguyen Van Quang, The Lavv o f LargeNumbers for two Dimcnsional...
... Weak lawoflargenumbers for arrays of random variables, Statist Probab Lett 42 (1999), no 3, 293–298 [10] L V Thanh, Mean convergence theorems and weak laws oflargenumbers for double arrays of ... integrability in the Cesaro sense and the weak lawoflarge numbers, Sankhy¯ aSer A 51 (1989), no 3, 309–317 [3] J Hoffmann-Jørgensen and G Pisier, The lawoflargenumbers and the central limit theorem in ... → ∞ i=1 j=1 Proof The proof is similar to that of Corollary 3.2 In the following theorem, we establish the weak lawoflargenumbers with random indices for weighted double sums of random elements...
... Marcinkiewicz-type strong laws oflargenumbers for pairwise independent random fields Probab Math Statist 22 (Fasc 1), 127–139 Hoffmann-Jørgensen, J., Pisier, G., 1976 The lawoflargenumbers and the ... Theorem 2.2 of Hoffmann-Jørgensen and Pisier (1976), X is of martingale type p In the next two theorems, we obtain the Marcinkiewicz–Zygmund type laws oflargenumbers for random fields of random ... characterization of Rademacher type p Banach spaces that if a Banach space is of martingale type p, then it is of Rademacher type p But the notion of martingale type p is only superficially similar to that of...
... Pacific J Math 11 (1961), 347-374 [7] J Hoffmann-Jorgensen and G Pisier, The lawoflargenumbers and the central limit theorem in Banach spaces, Annalsof Probability (1976), no 4, 587-599 ... p Banach spaces, Bull.Korean.Soc 43 (2006), no 3, 543-549 [5] L.V Dung, Weak lawoflargenumbers for double arrays of random elements in Banach spaces, Acta MathematicaVietnamica 35 (2010), 387-398 ... weighted sums of random elements in normed linear spaces, Journalof Multivariate Analysis 25 (1988), no 1, 139-145 [3] A Adler, A Rosalsky and R L Taylor, A weak law for normed weighted sums of random...
... establishment of general forms, of categories of equivalence, and terminologies that transcend the singularities of individual situations, either through the categories oflaw (the judicial point of view) ... the kind of objection that the method of cross tables gave rise to, especially since this form of presentation encouraged the inclusion ofnumbers in the rows of the table, capable of direct ... “mirror of the nation” and no longer simply the “mirror of the prince.” The aim of offering society a mirror image of itself through a network of prefectorial surveys was the first goal of the...
... researchers: the number of words increases, as does the incidence of new words By the end of this segment (utterance 8), AHS only needs to offer a simple ÔokayÕ to show acceptance of the foregoing Our ... individual annotator score of 245 6.1 Discussion of Aggregation A combination of factors appear to have contributed to the success of this method, some involving the nature of the task itself, and ... (once), out of a field of 32Ð73 individuals This suggests that aggregating the scores in this way causes a Ômajority ruleÕ effect that brings out the best answers of the group One drawback of the...
... classifies 98.4% of the test set examples Indeed, when largenumbersof carriers are retained, seven of the nine SVM classifiers presented in the table are able to correctly classify over 95% of the test ... fingerprints with largenumbersof carriers Based on the size of the rooms involved, this localization performance corresponds to a positional accuracy of some m As in the case of the home set, ... constraint of correct classification of all examples The number of support vectors is equal to the number of examples that lie within the margin of the classifier; in the present study, about 25% of...
... AND THE LAWOF NATIONS This book is a history of war, from the standpoint of international law, from the beginning of history to the present day Its primary focus is on legal conceptions of war ... 45–71 League of Nations Of cial Journal League of Nations Treaty Series Edmund F Moore, Reports of Cases of the Judicial Committee and the Lords of Privy Council, New Series (UK) Opinions of the Attorneys-General ... Warfare WAR AND THE LAWOF NATIONS to trace the whole process of transformation of the legal nature of war, insofar as records enable us to so, from the earliest periods of recorded history up...
... unsigned binary numbers can represent the range of to 2N-1 Table 2.1 lists the lengths of unsigned binary numbers and the ranges they can represent Table 2.1 Ranges of unsigned binary numbers Binary ... The most significant bit of a signed binary number is called a "sign bit" because it denotes a sign Figure 2.3 8-bit binary numbers Examples of addition of signed binary numbers are given below ... signed binary numbers can represent values in the following range: -2N-1 to +2N-1-1 Table 2.2 lists the lengths of signed binary numbers and the ranges they can represent Table 2.2 Ranges of signed...
... called the Lawof Attraction, and getting it to work effectively for you can make the difference between a lifetime of lack and struggle, or abundance and ease This report is going to share of the ... Lawof Attraction to attract more money into their lives; and offer helpful suggestions on how to turn them around if you find that you may be doing the same MoneyMagnetMeditations.com Page Law ... or lack mind-set by looking at your life experiences Lawof Attraction Think Rich Lesson #1 Your Mind-Set Creates Your Experiences The Lawof Attraction is activated by your mind-set – in other...
... disclaimer at the end of this report Table of Contents Introduction Page PART Lawof Attraction Tips for Amazing Health Page PART Lawof Attraction Tips for Amazing Money Page 14 PART Lawof Attraction ... lives So I have written The Lawof Attraction For Regular People (originally I was going to call it the lawof attraction for dummies, but I thought that might offend) to offer some practical user-friendly ... it made the lawof attraction’ a household phrase Although there were already many practitioners, authors, and speakers who told of the joys of consciously creating your life, none of them were...
... international law was not quite correct – even in respect of the environmental provisions – at the time of the adoption of the LOS Convention in 1982 or at the time of the adoption of the AEPS ... legitimate uses of the sea, impairment of quality for use of sea water and reduction of amenities The general applicability of the LOS Convention is confirmed also by another characteristic of its contents: ... exclude any linkage of the problems discussed at UNCLOS III with the ‘status of Antarctica’ Thus, all lawof the sea issues, that not impinge on the unresolved problem of the status of Antarctica (e.g.,...
... time All of these experiences are evidence of the Lawof Attraction in your life You’re Already Experiencing the Lawof Attraction Lawof Attraction: The Science of Attracting More of What You ... Tracy Lawof Attraction: The Science of Attracting More of What You Want and Less of What You Don't Many authors have written about the Lawof Attraction Here are just a few of the many ways the Law ... to grow in its mass appeal Lawof Attraction: The Science of Attracting More of What You Want and Less of What You Don't Some of you have heard reference to the Lawof Attraction from various...