Renewal Processes, 2014 SpringerBriefs in Statistics Series
Auteurs : Mitov Kosto V., Omey Edward
Kosto V. Mitov is a Professor at the Aviation Faculty of the National Military University “Vasil Levski”, Bulgaria. He gives courses in probability theory and applied mathematics and his research interests include the theory of branching processes and renewal theory. He has published many research papers on branching stochastic processes, renewal processes, extreme value theory and distribution theory.
Edward Omey is a Professor at the Faculty of Economics and Business of the KU Leuven – Campus Brussels. He gives courses in statistics and econometrics and his research interests include regular variation and its applications in probability theory. He has published many research papers on renewal theory and extreme value theory, and also several didactical papers on specific topics in mathematics and probability.
Date de parution : 05-2014
Ouvrage de 122 p.
15.5x23.5 cm
Thème de Renewal Processes :
Mots-clés :
60K05, 60K10, 60K30, 26A12, 60-01, limit theorems, queuing systems, regenerative processes, renewal function, renewal processes