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[PDF] Top 20 Some probability inequalities for a class of random variables and their applications

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Some probability inequalities for a class of random variables and their applications

Some probability inequalities for a class of random variables and their applications

... symmetric random variables also holds when the random variables are not symmet- ric but condition ...acceptable random variables under condition ...acceptable random ... See full document

7

Probability inequalities for END sequence and their applications

Probability inequalities for END sequence and their applications

... [4]. Some applications for END sequence have been ...dependent random variables with heavy ...dependent random variables with heavy ...independent random variables ... See full document

12

Conditional acceptability of random variables

Conditional acceptability of random variables

... the class of conditionally acceptable random variables as a general- ization of the class of acceptable random variables studied previously by Giuliano Antonini et ...potential ... See full document

18

On Inverse Moments for a Class of Nonnegative Random Variables

On Inverse Moments for a Class of Nonnegative Random Variables

... The inverse moments can be applied in many practical applications. For example, they appear in Stein estimation and Bayesian poststratification see Wooff 1 and Pittenger 2, evaluating risks of estimators and powers ... See full document

13

Inequalities with applications to some k analog random variables

Inequalities with applications to some k analog random variables

... a random experiment is called a random variable or simply a ...dom variables are usually denoted by capital letters X, Y and Z, while the values associated to them by corresponding small letters x, y ... See full document

14

Exponential Inequalities for Positively Associated Random Variables and Applications

Exponential Inequalities for Positively Associated Random Variables and Applications

... by 3.7. Combining 3.9–3.11, we can get 3.8 by Lemma 3.4. The proof is completed. Remark 3.6. 1 Let us compare Theorem 3.5 with 4, Theorem 3.6. Our result drops the strict stationarity of the positively associated ... See full document

11

Some Inequalities for Random Variables whose Probability Density Functions are Absolutely Continuous Using a Pre-Chebychev Inequality

Some Inequalities for Random Variables whose Probability Density Functions are Absolutely Continuous Using a Pre-Chebychev Inequality

... obtain some inequalities for the expectation, E (X ), and cumulative distribution function F (x) of a random variable having the probability density function f : [a, b] → R which is assumed to ... See full document

6

Some exponential inequalities for acceptable random variables and complete convergence

Some exponential inequalities for acceptable random variables and complete convergence

... independent random variables with assumptions of uni- form boundedness or some, quite relaxed, control on their ...dependent variables is more ... See full document

10

Some Applications of the Distribution of the Maximum on Independent Normal Random Variables

Some Applications of the Distribution of the Maximum on Independent Normal Random Variables

... the probability that a runner wins in an n-player running ...the probability distribution of the minimum of n independent normal random ...the probability distribution of Y, the minimum of n ... See full document

16

Fractional integral inequalities for continuous random variables

Fractional integral inequalities for continuous random variables

... the probability theory, new integral inequalities are established for the fractional expectation and the fractional variance for continuous random ...These inequalities gener- alize ... See full document

8

Some Nonlinear Weakly Singular Integral Inequalities with Two Variables and Applications

Some Nonlinear Weakly Singular Integral Inequalities with Two Variables and Applications

... Definition 2.1 see 8. Let x, y, z be an ordered parameter group of nonnegative real numbers. The group is said to belong to the first-class distribution and is denoted by x, y, z ∈ I if conditions x ∈ 0, 1, y ∈ ... See full document

12

Some new weakly singular integral inequalities with discontinuous functions for two variables and their applications

Some new weakly singular integral inequalities with discontinuous functions for two variables and their applications

... such inequalities are studied by an iteration argument, and the estimation formulas are expressed by a complicated power series which are some- times not very convenient for ...Henry-type ... See full document

24

On the complete convergence for weighted sums of a class of random variables

On the complete convergence for weighted sums of a class of random variables

... The result of Hsu-Robbins-Erdös’ strong law is a fundamental theorem in probability theory and has been intensively investigated in several directions by many authors in the past decades. One of the most important ... See full document

12

Some Inequalities for Random Variables whose Probability Density Functions are Bounded using a Pre-Grüss Inequality

Some Inequalities for Random Variables whose Probability Density Functions are Bounded using a Pre-Grüss Inequality

... obtain some inequalities for the expectation E (X ) and cumulative distribution function F ( · ) of a random variable having the probability distribution function f : [a, b] → R .... ... See full document

11

Some Probability Inequalities for Quadratic Forms of Negatively Dependent Subgaussian Random Variables

Some Probability Inequalities for Quadratic Forms of Negatively Dependent Subgaussian Random Variables

... In this paper, we obtain the upper exponential bounds for the tail probabilities of the quadratic forms for negatively dependent subgaussian random variables. In particular the law of iterated logarithm for ... See full document

5

Maximal Inequalities for Dependent Random Variables and Applications

Maximal Inequalities for Dependent Random Variables and Applications

... variables satisfying 1.1. A sufficient condition will be given under which 1.2 and 1.3 hold. We first state and prove one of our main results. The proof is based on the well known method of subsequences. Our proof ... See full document

10

PAC Bayesian inequalities of some random variables sequences

PAC Bayesian inequalities of some random variables sequences

... the random multiarmed bandits problem and so ...high probability bounds on the deviation of weighted averages of empirical means of sets of independent random variables from their ... See full document

8

Uniformly asymptotic normality of sample quantiles estimator for linearly negative quadrant dependent samples

Uniformly asymptotic normality of sample quantiles estimator for linearly negative quadrant dependent samples

... utilizing some inequalities for linearly negative quadrant dependent random variables, we discuss the uniformly asymptotic normality of sample quantiles for linearly negative quadrant ... See full document

12

Projection iterative approximations for a new class of general random implicit quasi variational inequalities

Projection iterative approximations for a new class of general random implicit quasi variational inequalities

... Based on Lemma 3.1, we are now in a position to propose the following generalized and unified new projection-contraction iterative algorithm for solving the problem (1.1). Algorithm 3.2. Let D be a nonempty subset of a ... See full document

17

A important method for the probability limit theory of exchangeable random variables

A important method for the probability limit theory of exchangeable random variables

... finite random variable sequence X X 1 , 2 , L , X n is ...distributed random variable sequence is the simplest exchangeable random variable ...made some results (see ...distributed ... See full document

6

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