Results 21 to 30 of about 56 (56)
Convex transformation on survival functions and related dependence concepts
Convex ordering, Positive dependence, Hazard rate, Dependence ordering, Primary 60E15, 62H99, Secondary 60K10,
Mehmet Yilmaz
core +1 more source
Two-sided bounds of monets of random chaoses - real and vector case
In the following thesis we are investigating random multilinear forms, which are called random chaoses, defined by S := X i1,...,id ai1,...,idXi1···Xid, where d∈N, X1,...,Xn are independent random variables, and ai1,...,id ∈F, where (F,k·k) is a Banach ...
Meller, Rafał
core
Inequalities for quantiles of the chi-square distribution
We obtain a new sharp lower estimate for tails of the central chi-square distribution. Using it we prove quite accurate lower bounds for the chi-square quantiles covering the case of increasing number of degrees of freedom and simultaneously tending to ...
Inglot, Tadeusz
core
A variance bound for a general function of independent noncommutative random variables
The main purpose of this paper is to establish a noncommutative analogue of the Efron-Stein inequality, which bounds the variance of a general function of some independent random variables. Moreover, we state an operator version including random matrices,
Talebi, Ali, Moslehian, Mohammad Sal
core
On Schur-convexity of expectation of weighted sum of random variables with applications
. We show that the expectation of a class of functions of the sum of weighted identically independent distributed positive random variables is Schur-concave with respect to the weights.
Holger Boche, Eduard, A. Jorswieck
core
On using the first difference in Stein-Chen method
This paper investigates an alternative way of using the Stein-Chen method in Poisson approximations. There are three principal bounds stated in terms of reduced Palm probabilities for general point processes. The first two are for the accuracy of Poisson
Aihua Xia
core
Improved bounds on Bell numbers and on moments of sums of random variables
We provide bounds for moments of sums of sequences of independent random variables. Concentrating on uniformly bounded nonnegative random variables, we are able to improve upon previous results due to Johnson et al. [10] and Latała [12].
Berend, Daniel, Tassa, Tamir
core
Bounds For A Class Of Stochastic Recursive Equations
In this note we develop a framework for computing upper and lower bounds of an exponential form for a class of stochastic recursive equations with uniformly recurrent Markov modulated inputs.
Don Towsley, Zhen Liu, Philippe Nain
core
Let X1,...,Xn be independent exponential random variables with respective hazard rates [lambda]1,...,[lambda]n, and let Y1,...,Yn be independent exponential random variables with common hazard rate [lambda].
Balakrishnan, N., Li, Xiaohu, Zhao, Peng
core
A Probabilistic Characterization of Negative Definite Functions. [PDF]
Gao F.
europepmc +1 more source

