Two-point Boundary Value Problem of Integro-differential Equations of mixed type in Banach Spaces

Pai Xinying

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Two-point Boundary Value Problem of Integro-differential Equations of mixed type in Banach Spaces

Pai Xinying *

Department of Mathematics, University of Petroleum

*Correspondence author

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Funding: none

Opened online:14 June 2007

Accepted by: none

Citation: Pai Xinying .Two-point Boundary Value Problem of Integro-differential Equations of mixed type in Banach Spaces[OL]. [14 June 2007] http://en.paper.edu.cn/en_releasepaper/content/13466

This Paper investigates the existence and uniqueness of the solution for the two point boundary value problem of integro-differential equations of mixed type in Banach spaces by means of the differential and integral inequalities theory and monotone iterative technique, and the error estimations for the convergent iterative sequence are also given.

Keywords:integro-differential equations, two point boundary value problem, monotone iterative technique, cone , Banach space

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