Add to ORKGBy elemental methods it is proved in this paper that the following inequalities are existing
AbstractSome recent inequalities for cumulative distribution functions, expectation, variance, and a...
AbstractA discrete-time Markov process on [0, ∞) is considered. The process is generated by selectin...
By means of weakly equilibrium Cantor-type sets, solutions of two problems related to polynomial ine...
By elemental methods it is proved in this paper that the following inequalities are existing
In this paper it is proved by elemental methods that the following inequalities exist. If the e...
In this paper it is proved by elemental methods that the following inequalities exist. If the e...
AbstractLet X(ω) be a random element taking values in a linear space X endowed with the partial orde...
Suppose that X is an arbitrary nonnegative random variable with three given moments E(X...
Suppose that X is an arbitrary nonnegative random variable with three given moments E(X...
An elementary proof is given for the generalized Chebysev-type inequalities
An elementary proof is given for the generalized Chebysev-type inequalities
AbstractHerman Chernoff used Hermite polynomials to prove an inequality for the normal distribution....
AbstractX is a nonnegative random variable such that EXt < ∞ for 0≤ t < λ ≤ ∞. The (l−ϵ) quantile of...
The idea of the restricted mean has been used to establish a significantly improved version of Marko...
AbstractInequalities for continuous random variables having the probability density function defined...
AbstractSome recent inequalities for cumulative distribution functions, expectation, variance, and a...
AbstractA discrete-time Markov process on [0, ∞) is considered. The process is generated by selectin...
By means of weakly equilibrium Cantor-type sets, solutions of two problems related to polynomial ine...
By elemental methods it is proved in this paper that the following inequalities are existing
In this paper it is proved by elemental methods that the following inequalities exist. If the e...
In this paper it is proved by elemental methods that the following inequalities exist. If the e...
AbstractLet X(ω) be a random element taking values in a linear space X endowed with the partial orde...
Suppose that X is an arbitrary nonnegative random variable with three given moments E(X...
Suppose that X is an arbitrary nonnegative random variable with three given moments E(X...
An elementary proof is given for the generalized Chebysev-type inequalities
An elementary proof is given for the generalized Chebysev-type inequalities
AbstractHerman Chernoff used Hermite polynomials to prove an inequality for the normal distribution....
AbstractX is a nonnegative random variable such that EXt < ∞ for 0≤ t < λ ≤ ∞. The (l−ϵ) quantile of...
The idea of the restricted mean has been used to establish a significantly improved version of Marko...
AbstractInequalities for continuous random variables having the probability density function defined...
AbstractSome recent inequalities for cumulative distribution functions, expectation, variance, and a...
AbstractA discrete-time Markov process on [0, ∞) is considered. The process is generated by selectin...
By means of weakly equilibrium Cantor-type sets, solutions of two problems related to polynomial ine...