Separation theorems for variational inequalities and a Sinc-collection method for second order linear Voltera Integro-Variational Dierential Equation via dierential dominated complimentarities

  • Prasanta Kumar Das KIIT University, Bhubaneswar, Odisha, India

Abstract

The purpose of this paper is to introduce the concept T-$\eta$-equiinvex function of order $\lambda$ and
(GDDV CP; $\lambda$). The concept of second order linear Voltera Integro-Variational Dierential
Equations (LVIVDE;2) with boundary conditions via (GDDVCP; $\lambda$). The iteration for the
solution of (LVIVDE;2) is studied using Sinc-collection Method.

Author Biography

Prasanta Kumar Das, KIIT University, Bhubaneswar, Odisha, India
Department of Mathematics, Professor
Published
2012-12-12
How to Cite
Das, P. K. (2012). Separation theorems for variational inequalities and a Sinc-collection method for second order linear Voltera Integro-Variational Dierential Equation via dierential dominated complimentarities. European Journal of Mathematical Sciences, 1(1), 36-67. Retrieved from https://ejmathsci.org/index.php/ejmathsci/article/view/38
Section
Articles