Add to ORKGIf ƛ is a positive integer, then a Poisson random variable with parameter ƛ can be thought of as a sum of ƛ independent Poisson random variables, each with parameter one. It is a consequence of the central limit theorem that for large values of ƛ such a random variable can be well approximated by a normal random variable with the same mean and varianceComponente Curricular::Educação Superior::Ciências Exatas e da Terra::Matemátic
Our aim is to investigate Poisson type approximations to the sums of dependent integer-valued random...
It is shown that the distribution of the sum of a Poisson random variable and an independent approxi...
For a compact convex set K and a Poisson point process η, the union of all Voronoi cells with a nucl...
Let X1,X2,...,Xn be independent Bernoulli random variables with P(Xj = 1) = 1 − P(Xj = 0) = pj and ...
Let X1,X2,...,Xn be independent Bernoulli random variables with P(Xj = 1) = 1 − P(Xj = 0) = pj and ...
Let X1,X2,…,Xn be independent Bernoulli random variables with P(Xj=1)=1−P(Xj=0)=pj and let Sn:=X1+X2...
Abstract. In this paper we show that Uspensky's expansion theorem for the Poisson approximation...
Let W be a sum of n independent geometric random variables. In 2007, Teerapabolarn and Wongkasem [4]...
This Open Access Thesis is brought to you for free and open access by the Master's Theses, and ...
If a coin that comes up heads with probability p is tossed n times, the number of heads observed fol...
It is long known that the distribution of a sum Sn of independent non-negative integer-valued random...
Our aim is to investigate Poisson type approximations to the sums of dependent integer-valued random...
Let (Xn) be a sequence of Bernoulli random variables and N a positive integer value random variable....
AbstractFor a compact convex set K and a Poisson point process ηλ, the union of all Voronoi cells wi...
The Stein-Chen method is used to derive two formulas of uniform and non-uniform bounds on Poisson ap...
Our aim is to investigate Poisson type approximations to the sums of dependent integer-valued random...
It is shown that the distribution of the sum of a Poisson random variable and an independent approxi...
For a compact convex set K and a Poisson point process η, the union of all Voronoi cells with a nucl...
Let X1,X2,...,Xn be independent Bernoulli random variables with P(Xj = 1) = 1 − P(Xj = 0) = pj and ...
Let X1,X2,...,Xn be independent Bernoulli random variables with P(Xj = 1) = 1 − P(Xj = 0) = pj and ...
Let X1,X2,…,Xn be independent Bernoulli random variables with P(Xj=1)=1−P(Xj=0)=pj and let Sn:=X1+X2...
Abstract. In this paper we show that Uspensky's expansion theorem for the Poisson approximation...
Let W be a sum of n independent geometric random variables. In 2007, Teerapabolarn and Wongkasem [4]...
This Open Access Thesis is brought to you for free and open access by the Master's Theses, and ...
If a coin that comes up heads with probability p is tossed n times, the number of heads observed fol...
It is long known that the distribution of a sum Sn of independent non-negative integer-valued random...
Our aim is to investigate Poisson type approximations to the sums of dependent integer-valued random...
Let (Xn) be a sequence of Bernoulli random variables and N a positive integer value random variable....
AbstractFor a compact convex set K and a Poisson point process ηλ, the union of all Voronoi cells wi...
The Stein-Chen method is used to derive two formulas of uniform and non-uniform bounds on Poisson ap...
Our aim is to investigate Poisson type approximations to the sums of dependent integer-valued random...
It is shown that the distribution of the sum of a Poisson random variable and an independent approxi...
For a compact convex set K and a Poisson point process η, the union of all Voronoi cells with a nucl...