Boundary value problems for linear operators in ordered Banach spaces
Volume 198 / 2010
Studia Mathematica 198 (2010), 261-270
MSC: Primary 47B60; Secondary 47A50.
DOI: 10.4064/sm198-3-5
Abstract
We study boundary value problems of the type $Ax=r$, $\varphi (x)= \varphi (b)$ $(\varphi \in M \subseteq E^\ast )$ in ordered Banach spaces.
