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Recent Approaches in Renewal Function Computation

Domenii publicaţii > Ştiinţe informatice + Tipuri publicaţii > Articol în volumul unei conferinţe

Autori: G. Albeanu, R-F Niculescu & Fl. Popentiu-Vladicescu

Editorial: T. Dohi, N. Limnios and S. Osaki, Proc. of The Second Euro-Japanese Workshop on Stochatic-Risk Modelling for Finance, Insurance, Production and Reliability, September 18-20, 2002, Chamonix, France, p.518 - 523, 2002.

Rezumat:

The computing of the renewal function for a general cumulative distribution function is enough important when the failure process is modeled from the data in a non-parametric manner. This paper describes some recent approaches and their advantages (See the preprint on Web page).

Cuvinte cheie: Renewal function, Galerkin methods, Spline functions, Numerical methods

URL: http://users.rol.ro/galbeanu/A15.PDF