Univariate and multivariate weighted renewal theory
18,00 €
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Fermín Mallor & Edward A. M. Omey
In this book we give an extensive overview of univariate and multivariate weighted renewal functions. Such functions are closely related to ordinary renewal functions and processes and have been investigated by many authors. Our main goal is to bring together a number of old and new results and to provide a uniform approach. The material presented in the book is intended for graduate students and researchers in mathematics, probability theory and stochastic processes. In the proofs of our results we use probability arguments as well as Abelian and Tauberian results for the Laplace transform of functions and sequences.
Pago seguro por pasarela bancaria
Envío por correo o recogida en tienda
La recogida presencial será de 9 a 14h en el Campus de Arrosadia, Edificio Rectorado (+info)
Universidad Pública de Navarra / Nafarroako Unibertsitate Publikoa
Materia: Probabilidad y estadística matemática.
Idioma: inglés
Pamplona 2006; 158 p.p.
ISBN: 978-84-9769-127-7
Fermín Mallor & Edward A. M. Omey
In this book we give an extensive overview of univariate and multivariate weighted renewal functions. Such functions are closely related to ordinary renewal functions and processes and have been investigated by many authors. Our main goal is to bring together a number of old and new results and to provide a uniform approach. The material presented in the book is intended for graduate students and researchers in mathematics, probability theory and stochastic processes. In the proofs of our results we use probability arguments as well as Abelian and Tauberian results for the Laplace transform of functions and sequences.