Recursive prediction error identification of fractional order models

Author:

Djouambi Abdelbaki,Voda Alina,Charef Abdelfatah

Publisher

Elsevier BV

Subject

Applied Mathematics,Modeling and Simulation,Numerical Analysis

Reference21 articles.

1. Non-linear behavior of a rubber isolator system using fractional derivatives;Sjoberg;Vehicle Syst Dynam,2002

2. Reyes-Melo ME, Martinez-Vega JJ, Guerrero-Salazar CA, and Ortiz-Mendez U. Application of fractional calculus to modelling of relaxation phenomena of organic dielectric materials. Proc Int Conf Solid Dielectrics, vol. 2. Toulouse, France; 2004a. p. 530–3.

3. Vinagre BM, Feliu V. Modeling and control of dynamic system using fractional calculus: Application to electrochemical processes and flexible structures. Proc 41-st IEEE Conf Decision Control, Las Vegas, NV; 2002. p. 214–39.

4. Zaborovsky V, Meylanov R. Informational network traffic model based on fractional calculus. Proc Int Conf Info-tech and Info-net, ICII 2001, vol. 1. Beijing, China; 2001. p. 58–63.

5. Physics of fractal operators;Bologna,2003

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