Add to ORKGSharpened versions of a Kolmogorov's inequality for sums of independent Bernoulli random variables are proved.
It is shown that the absolute constant in the Berry–Esseen inequality for i.i.d. Bernoulli random va...
International audienceWe improve Bernstein's inequality for sums of non-bounded random variables. In...
An improvement of the basic result of Berger (1991) is given. The result obtained in this paper is t...
This note presents a Kolmogorov inequality for the partial sums of a sequence of independent Bernoul...
In this paper two Kolmogorov inequalities are presented for the sample average of independent (but n...
Bernoulli, binary random variables, elementary symmetric functions, monotone likelihood ratio,
Abstract. It is a well-known and useful fact that Rademacher’s functions (i.e, the binary bits of a ...
AbstractWe consider linear combinations of independent identically distributed random variables in L...
AbstractIn this paper we shall prove a moment inequality which in a special case yields the followin...
A multidimensional recurring mean inequality is shown. Furthermore, we prove some new inequalities, ...
sums of independent random variables (Lévy’s inequality, Ottaviani’s inequality, Jensen’s inequalit...
ABSTRACT. A moment inequality is proved for sums of independent random variables in the Lorentz spac...
Let (Xn) be a sequence of Bernoulli random variables and N a positive integer value random variable....
A moment inequality is proved for sums of independent random variables in the Lorentz spaces LPtq, t...
Let {[xi]k}k=1n be uniformly bounded independent random variables with E[xi]k=0. It is proved that t...
It is shown that the absolute constant in the Berry–Esseen inequality for i.i.d. Bernoulli random va...
International audienceWe improve Bernstein's inequality for sums of non-bounded random variables. In...
An improvement of the basic result of Berger (1991) is given. The result obtained in this paper is t...
This note presents a Kolmogorov inequality for the partial sums of a sequence of independent Bernoul...
In this paper two Kolmogorov inequalities are presented for the sample average of independent (but n...
Bernoulli, binary random variables, elementary symmetric functions, monotone likelihood ratio,
Abstract. It is a well-known and useful fact that Rademacher’s functions (i.e, the binary bits of a ...
AbstractWe consider linear combinations of independent identically distributed random variables in L...
AbstractIn this paper we shall prove a moment inequality which in a special case yields the followin...
A multidimensional recurring mean inequality is shown. Furthermore, we prove some new inequalities, ...
sums of independent random variables (Lévy’s inequality, Ottaviani’s inequality, Jensen’s inequalit...
ABSTRACT. A moment inequality is proved for sums of independent random variables in the Lorentz spac...
Let (Xn) be a sequence of Bernoulli random variables and N a positive integer value random variable....
A moment inequality is proved for sums of independent random variables in the Lorentz spaces LPtq, t...
Let {[xi]k}k=1n be uniformly bounded independent random variables with E[xi]k=0. It is proved that t...
It is shown that the absolute constant in the Berry–Esseen inequality for i.i.d. Bernoulli random va...
International audienceWe improve Bernstein's inequality for sums of non-bounded random variables. In...
An improvement of the basic result of Berger (1991) is given. The result obtained in this paper is t...