This monograph serves as an introductory text to classical renewal theory and some of its applications for graduate students and researchers in mathematics and probability theory. Renewal processes play an important part in modeling many phenomena in insurance, finance, queuing systems, inventory control and other areas. In this book, an overview of univariate renewal theory is given and renewal processes in the non-lattice and lattice case are discussed. A pre-requisite is a basic knowledge of probability theory
This paper develops the probability functions of a renewal process, whose interarrival times are ind...
In this thesis, renewal theory is used to analyze patterns of outcomes for discrete random variables...
AbstractA simple representation of the expectation of a renewal process mean with random time is obt...
In this work we study the renewal theory. At first, we define the basic terms, express and prove the...
The goal of the course is to study the main tools of the renewal theory and their applications to so...
ABSTRACT: For applying life-cycle costing, the total costs should be computed over a bounded or unbo...
In this thesis, renewal theory is used to analyze patterns of outcomes for discrete random variables...
After sketching the basic principles of renewal theory we discuss the classical Poisson process and ...
After sketching the basic principles of renewal theory we discuss the classical Poisson process and ...
After sketching the basic principles of renewal theory we discuss the classical Poisson process and ...
A random environment is modeled by an arbitrary stochastic process, the future of which is described...
Vita.Markov renewal theory, a branch of probability theory, is based on the properties of regenerati...
The paper is studying the renewal process. There are many fields in which it’s used for example: the...
Abstract. We study a class of models used with success in the modelling of climatological sequences....
Lam and Lehoczky (1991) have recently given a number of extensions of classical renewal theorems to ...
This paper develops the probability functions of a renewal process, whose interarrival times are ind...
In this thesis, renewal theory is used to analyze patterns of outcomes for discrete random variables...
AbstractA simple representation of the expectation of a renewal process mean with random time is obt...
In this work we study the renewal theory. At first, we define the basic terms, express and prove the...
The goal of the course is to study the main tools of the renewal theory and their applications to so...
ABSTRACT: For applying life-cycle costing, the total costs should be computed over a bounded or unbo...
In this thesis, renewal theory is used to analyze patterns of outcomes for discrete random variables...
After sketching the basic principles of renewal theory we discuss the classical Poisson process and ...
After sketching the basic principles of renewal theory we discuss the classical Poisson process and ...
After sketching the basic principles of renewal theory we discuss the classical Poisson process and ...
A random environment is modeled by an arbitrary stochastic process, the future of which is described...
Vita.Markov renewal theory, a branch of probability theory, is based on the properties of regenerati...
The paper is studying the renewal process. There are many fields in which it’s used for example: the...
Abstract. We study a class of models used with success in the modelling of climatological sequences....
Lam and Lehoczky (1991) have recently given a number of extensions of classical renewal theorems to ...
This paper develops the probability functions of a renewal process, whose interarrival times are ind...
In this thesis, renewal theory is used to analyze patterns of outcomes for discrete random variables...
AbstractA simple representation of the expectation of a renewal process mean with random time is obt...