Add to ORKGABSTRACT: We use Lagrange multiplier method to give an alternative proof of the inequality involving moments of a discrete random variable. We also discuss an alternative proof of the inequality between arithmetic mean and variance of discrete uniform distributions
The objective of the univariate discrete moment problem (DMP) is to find the min-imum and/or maximum...
We show that an almost trivial inequality between the first and second moment and the maximal value ...
The generalized bounds for the ratio and difference of rth order moment /r and (r/s)th power of st...
ABSTRACT: Some alternative proofs of the inequalities between the moments of the discrete probabili...
A new discrete Grüss type inequality and applications for the moments of random variables and guessi...
AbstractMoment problems, with finite, preassigned support, regarding the probability distribution, a...
We address the problem of deriving optimal inequalities for P(X E S), for a multivariate random vari...
The discrete moment problem (DMP) has been formulated as a methodology to find the minimum and/or ma...
AbstractA unified approach is used to rediscover a class of moment inequalities. In particular, comp...
AbstractExact bounds for the mean value of a fractional moment, such as the sample standard deviatio...
An inequality for conditional moments of centered random variables is proved. This inequality is app...
We give a Grüss-type inequality which is a refinement of a result due to Dragomir and Agarwal. We a...
We introduce some of the standard parameters associated to a random variable. The two most common ar...
We examine and demonstrate the Method of Lagrange Multipliers in Optimization of functions of severa...
If X and Y are discrete random variables in finite case, then using the inequality of Cauchy-Schwarz...
The objective of the univariate discrete moment problem (DMP) is to find the min-imum and/or maximum...
We show that an almost trivial inequality between the first and second moment and the maximal value ...
The generalized bounds for the ratio and difference of rth order moment /r and (r/s)th power of st...
ABSTRACT: Some alternative proofs of the inequalities between the moments of the discrete probabili...
A new discrete Grüss type inequality and applications for the moments of random variables and guessi...
AbstractMoment problems, with finite, preassigned support, regarding the probability distribution, a...
We address the problem of deriving optimal inequalities for P(X E S), for a multivariate random vari...
The discrete moment problem (DMP) has been formulated as a methodology to find the minimum and/or ma...
AbstractA unified approach is used to rediscover a class of moment inequalities. In particular, comp...
AbstractExact bounds for the mean value of a fractional moment, such as the sample standard deviatio...
An inequality for conditional moments of centered random variables is proved. This inequality is app...
We give a Grüss-type inequality which is a refinement of a result due to Dragomir and Agarwal. We a...
We introduce some of the standard parameters associated to a random variable. The two most common ar...
We examine and demonstrate the Method of Lagrange Multipliers in Optimization of functions of severa...
If X and Y are discrete random variables in finite case, then using the inequality of Cauchy-Schwarz...
The objective of the univariate discrete moment problem (DMP) is to find the min-imum and/or maximum...
We show that an almost trivial inequality between the first and second moment and the maximal value ...
The generalized bounds for the ratio and difference of rth order moment /r and (r/s)th power of st...