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Abstract
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In this paper, we are concerned with the existence of a solution u 2 K for the variational inequality problem $ V I(A; psi, phi, g;K)$. Furthermore, we propose some conditions that ensure the well-posedness of this problem. We study an operator type $g - ql$ which extends the linear problem. Finally, we investigate the existence of solutions for general vector variational inequalities in the inclusion form.
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