Utilize este identificador para referenciar este registo: http://hdl.handle.net/10400.26/7041
Título: Forward-Backward Differential Equations: Approximation of Small Solutions
Autor: Teodoro, M. F.
Lima, P. M.
Ford, N. J.
Lumb, P. M.
Palavras-chave: Mixed-type functional differential equation
Method of steps
Small solutions
Collocation
Least squares
Finite element method
Data: 2013
Resumo: In the context of physics, economic dynamics, nance, optimal control, biology and other applied sciences, many mathematical models contain mixed type functional differential equations (MTFDEs), equations with both delayed and advanced arguments. Knowing from the analysis of delay di erential equations (DDEs) that the evaluation of small solutions (that decay faster than any exponential) often leads to computational problems (degeneracy), we investigate this subject in the case of MTFDEs. Some computations have been carried out and are presented here, concerning the linear nonautonomous case. We continue this work and extend the investigation to other problems.
Descrição: Com o apoio RAADRI.
Peer review: yes
URI: http://hdl.handle.net/10400.26/7041
Aparece nas colecções:IPS - ESTS – DMAT - Comunicações em congressos

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