Add to ORKGABSTRACT. Some estimations and inequalities are given for the higher order central moments of a random variable taking values on a finite interval. An application is considered for estimating the moments of a truncated exponential distribution
Abstract Let X be an observable random variable with unknown distribution function F(x)=P(X≤x) $F(x)...
Summary. We consider the Hermite-Hadamard inequalities and related results to establish newinequalit...
A life is characterized by a nonnegative random variable. Associated with life, two notions are inte...
Exact lower bounds on the exponential moments of min(y,X) and X 1{X \u3c y } are provided given th...
Exact lower bounds on the exponential moments of min(y,X) and X 1{X \u3c y } are provided given th...
The generalized bounds for the ratio and difference of rth order moment /r and (r/s)th power of st...
AbstractSome results based on the Korkine's identity and integral inequalities of Hölder and Grüss a...
Ratios of random variables often appear in probability and statistical applications We aim to approx...
AbstractWe establish Ostrowski type integral inequalities involving moments of a continuous random v...
An inequality for conditional moments of centered random variables is proved. This inequality is app...
An inequality for conditional moments of centered random variables is proved. This inequality is app...
Given any random variable X[set membership, variant][0,M] with and fixed, various bounds are derived...
Some recent inequalities for cumulative distribution functions, expectation, variance, and applicati...
Some recent inequalities for cumulative distribution functions, expectation, variance, and applicati...
Higher central moments are very useful in statistical analysis: the third moment M3 characterizes as...
Abstract Let X be an observable random variable with unknown distribution function F(x)=P(X≤x) $F(x)...
Summary. We consider the Hermite-Hadamard inequalities and related results to establish newinequalit...
A life is characterized by a nonnegative random variable. Associated with life, two notions are inte...
Exact lower bounds on the exponential moments of min(y,X) and X 1{X \u3c y } are provided given th...
Exact lower bounds on the exponential moments of min(y,X) and X 1{X \u3c y } are provided given th...
The generalized bounds for the ratio and difference of rth order moment /r and (r/s)th power of st...
AbstractSome results based on the Korkine's identity and integral inequalities of Hölder and Grüss a...
Ratios of random variables often appear in probability and statistical applications We aim to approx...
AbstractWe establish Ostrowski type integral inequalities involving moments of a continuous random v...
An inequality for conditional moments of centered random variables is proved. This inequality is app...
An inequality for conditional moments of centered random variables is proved. This inequality is app...
Given any random variable X[set membership, variant][0,M] with and fixed, various bounds are derived...
Some recent inequalities for cumulative distribution functions, expectation, variance, and applicati...
Some recent inequalities for cumulative distribution functions, expectation, variance, and applicati...
Higher central moments are very useful in statistical analysis: the third moment M3 characterizes as...
Abstract Let X be an observable random variable with unknown distribution function F(x)=P(X≤x) $F(x)...
Summary. We consider the Hermite-Hadamard inequalities and related results to establish newinequalit...
A life is characterized by a nonnegative random variable. Associated with life, two notions are inte...