Embodiments herein provide a method for determining approximation of Semi-Infinite optimization problem (SIP) to identify outcome of the SIP using a sampler device. Inputs are received from user and defining infinite number of constraints of the SIP making the SIP intractable. A global maximization problem is determined by reformulating the finite dimensional approximation of SIP into a finite dimension problem with finite constraints. An optimal value of the finite dimensional approximation of SIP is obtained based on the global maximization problem using a global optimization technique. A plurality of outcomes of the finite dimensional approximation of SIP is exacted based on the optimal value of the finite dimensional approximation. One ...
This paper reviews the state-of-the-art in the theory of deterministic and uncertain linear semi-inf...
In this paper, a general optimum full band high order discrete-time differentiator design problem is...
In this paper we propose a new exchange method for solving convex semi-infinite programming (CSIP) p...
Embodiments herein provide a method for determining approximation of Semi-Infinite optimization prob...
We propose an approach to find the optimal value of a convex semi-infinite program (SIP) that involv...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Chemical Engineering, 2008.Includes...
Semi-infinite programming problems can be efficiently solved by reduction type methods. Here, we pre...
The algorithm proposed in Mitsos (Optimization 60(10–11):1291–1308, 2011) for the global optimizatio...
We consider convex Semi-Infinite Programming (SIP) problems with a continuum of constraints. For th...
Semi-infinite programming (SIP) problems can be efficiently solved by reduction-type methods. Here, ...
In this paper, we analyze the outer approximation property of the algorithm for generalized semi-inf...
Semi-infinite programming (SIP) problems are characterized by a finite number of variables and an in...
Generalized semi-infinite optimization problems (GSIP) are considered. The difference between GSIP a...
Generalized semi-infinite optimization problems (GSIP) are considered. It is investigated how the nu...
We present a review of reduction type methods to solve nonlinear semi-infinite programming problems....
This paper reviews the state-of-the-art in the theory of deterministic and uncertain linear semi-inf...
In this paper, a general optimum full band high order discrete-time differentiator design problem is...
In this paper we propose a new exchange method for solving convex semi-infinite programming (CSIP) p...
Embodiments herein provide a method for determining approximation of Semi-Infinite optimization prob...
We propose an approach to find the optimal value of a convex semi-infinite program (SIP) that involv...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Chemical Engineering, 2008.Includes...
Semi-infinite programming problems can be efficiently solved by reduction type methods. Here, we pre...
The algorithm proposed in Mitsos (Optimization 60(10–11):1291–1308, 2011) for the global optimizatio...
We consider convex Semi-Infinite Programming (SIP) problems with a continuum of constraints. For th...
Semi-infinite programming (SIP) problems can be efficiently solved by reduction-type methods. Here, ...
In this paper, we analyze the outer approximation property of the algorithm for generalized semi-inf...
Semi-infinite programming (SIP) problems are characterized by a finite number of variables and an in...
Generalized semi-infinite optimization problems (GSIP) are considered. The difference between GSIP a...
Generalized semi-infinite optimization problems (GSIP) are considered. It is investigated how the nu...
We present a review of reduction type methods to solve nonlinear semi-infinite programming problems....
This paper reviews the state-of-the-art in the theory of deterministic and uncertain linear semi-inf...
In this paper, a general optimum full band high order discrete-time differentiator design problem is...
In this paper we propose a new exchange method for solving convex semi-infinite programming (CSIP) p...