Mar 1, 2014 · We present simple necessary and sufficient conditions for feasibility. We formulate a symmetric dual and investigate strong duality by ...
We formulate a symmetric dual and investigate strong duality by considering discrete time approximations. We prove that under a Slater type condition there is ...
Abstract. We consider Continuous Linear Programs over a continuous finite time horizon T, with linear cost co- efficient functions and linear right hand ...
It is proved that under a Slater type condition there is no duality gap and there exist optimal solutions which have impulse controls at $0 and $T$ and have ...
Sep 7, 2015 · We formulate a symmetric dual and investigate strong duality by considering discrete time approximations. We prove that under a Slater type ...
Abstract. We consider continuous linear programs over a continuous finite time horizon T, with linear cost coefficient functions and linear right-hand side ...
A strong duality theorem for continuous linear programs is established and a two-level maximal principle derived as a consequence.
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In previous papers we formulated a symmetric dual and have shown strong duality. We also have presented a detailed description of optimal solutions and have ...
Symmetric Strong Duality for a Class of Continuous Linear Programs with Constant Coefficients ... linear programs called separated continuous linear Programs. It ...
Dec 3, 2018 · In previous papers we formulated a symmetric dual and have shown strong duality. We also have presented a detailed description of optimal ...