Numerical solution for a family of delay functional differential equations using step by step Tau approximations

Numerical solution for a family of delay functional differential equations using step by step Tau approximations

We use the segmented formulation of the Tau method to approximate the solutions of a family of linear and nonlinear neutral delay differential equations a<sub>1</sub>(t) y'(t) = y(t)[a<sub>2</sub>(t)] y(t-&#964;) + a<sub>3</sub>(t) y'(t-&#964;)...

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Bibliographic Details
Main Author: René Escalante
Format: Article
Language:English
Published: Universidad Simón Bolívar 2013-12-01
Series:Bulletin of Computational Applied Mathematics
Subjects:
Alternating generalized projection method
method of generalized projection
method of alternating projection
error sums of distances
product vector space
feasible solution
trap points
intersection of sets
Online Access:http://drive.google.com/open?id=0B5GyVVQ6O030TlY5bzFScENubUU

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http://drive.google.com/open?id=0B5GyVVQ6O030TlY5bzFScENubUU

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