[PDF] Top 20 On general partial Gaussian sums
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On general partial Gaussian sums
... where k ≥ is an arbitrary fixed integer. For the sake of periodicity of e( na q ) we can also restrict n to be ≤ n ≤ q. Then with the aid of the estimates for the general Kloosterman sums and the ... See full document
8
Almost Sure Convergence for the Maximum and the Sum of Nonstationary Guassian Sequences
... and partial sums since the pioneer work of Fahrner and Stadtm ¨uller 1 and Cheng et ...and partial sums, see Berkes and Cs´aki 3, Peng et ...dependent Gaussian sequence, Cs´aki and ... See full document
14
Exact Inference on Gaussian Graphical Models of Arbitrary Topology using Path-Sums
... most general situation; if J or G has symmetries, the complexity would be ...large Gaussian graphical models where the increase in the number of simple cycles/paths with the length ` is offset by the decay ... See full document
19
Convergence of exceedance point processes of normal sequences with a seasonal component and its applications
... Peng, Z, Tong, J, Weng, Z: Joint limit distributions of exceedances point processes and partial sums of Gaussian vector sequence.. Hashorva, E, Peng, Z, Weng, Z: Limit properties of exce[r] ... See full document
10
Walk-Sums and Belief Propagation in Gaussian Graphical Models
... We use the walk-sum formulation to develop a new interpretation of BP in trees and of LBP in general. Based on this interpretation we are able to extend the previously known sufficient condi- tions for convergence ... See full document
34
A Note on Almost Sure Central Limit Theorem in the Joint Version for the Maxima and Sums
... For Gaussian sequences, Cs´aki and Gonchigdanzan 5 investigated the validity of ...stationary Gaussian sequences under some mild ...and partial sums in the case of stationary Gaussian ... See full document
7
A generalization of almost sure local limit theorem of uniform empirical process
... For Gaussian sequences, Csáki and Gonchigdanzan [] presented the validity of ...stationary Gaussian sequences under some mild ...and partial sums in the case of stationary Gaus- sian random ... See full document
8
A Note on the Almost Sure Central Limit Theorem in the Joint Version for the Maxima and Partial Sums of Certain Stationary Gaussian Sequences
... The ASCLT has been first introduced independently by Brosamler [2] and Schatte [3] for partial sum, since then the concept has already started to receive applications in many fields. For example, Fahrner and ... See full document
11
Study of the Convergence of the Increments of Gaussian Process
... In this paper, we developed some limit theorems on increments of a Wiener process to the case of a Gaussian process. Moreover, we obtained similar results of these limit theorems for the case of partial ... See full document
7
Improved results in almost sure central limit theorems for the maxima and partial sums for Gaussian sequences
... with partial sums of random variables. Some ASCLT results for partial sums were obtained by Ibragimov and Lifshits [], Miao [], Berkes and Csáki [], Hörmann [], Wu [–], and Wu and Chen ... See full document
15
Convergence Theorems for Partial Sums of Arbitrary Stochastic Sequences
... of partial sums of random variables has enjoyed both a rich classical period and a resurgence of research ...of partial sums of random variables and obtained lots of classical results for ... See full document
11
A Linear Operator of a New Class of Meromorphic Multivalent Functions
... In the present paper, we introduce a new class of meromorphic multivalent functions defined by linear derivative operator. We obtain some geometric properties, like, coefficient inequality, convex set, extreme points, ... See full document
13
Neighborhoods and partial sums of certain subclass of starlike functions
... Srivastava, HM, Eker, SS, Seker, B: Inclusion and neighborhood properties for certain classes of multivalently analytic functions of complex order associated with the convolution structu[r] ... See full document
7
Complete moment convergence for maximal partial sums under NOD setup
... Baek, J, Park, ST: Convergence of weighted sums for arrays of negatively dependent random variables and its applications.. Bai, ZD, Su, C: The complete convergence for partial sums of i.[r] ... See full document
12
Improved ``Partial Sums"-based Square Attack on AES
... We can reduce the time complexity further if we exploit the relationships between key bytes in adjacent subkeys. That is, one can generate 8-tuples of key byte values using the “partial sums” sums ... See full document
16
The Almost Sure Convergence for Weighted Sums of Linear Negatively Dependent Random Variables
... independence among random variables isn't plausible. In fact, increases in some random variables are often related to decreases in other random variables and the assumption of negative dependence is more appropriate than ... See full document
6
Complete convergence for negatively orthant dependent random variables
... In this paper, necessary and sufficient conditions of the complete convergence are obtained for the maximum partial sums of negatively orthant dependent (NOD) random variables. The results extend and improve ... See full document
12
A General Law of Complete Moment Convergence for Self Normalized Sums
... precise asymptotics of the infinite sums as ε 0. Moreover, Gut and Sp˘ataru 9, 10 studied the precise asymptotics of the law of the iterated logarithm and the precise asymptotics for multidimensionally indexed ... See full document
11
Classes of Meromorphic Functions Defined by the Hadamard Product
... The object of the present paper is to introduce new classes of meromorphic functions with varying argument of coefficients defined by means of the Hadamard product or convolution. Several properties like the coefficients ... See full document
11
A New Subclass of Meromorphic Univalent Functions with Positive Coefficients Defined by Linear Operator
... Further the research work can be continued by using the differential operator for the class and study the partial sums and integral operators also.. REFERENCES.[r] ... See full document
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