Abstract: "This paper presents an overview on two recent developments in optimization techniques that address previous limitations that have been experienced with algorithmic methods in process synthesis: combinatorics and local optima. The first part deals with the development of logic based models and techniques for discrete optimization which can facilitate the modelling of these problems as well as reducing the combinatorial search. It will be shown that various levels can be considered for the integration of logic in mixed-integer optimization techniques. The second part deals with the development of deterministic optimization methods that can rigorously determine the global optimum in nonconvex optimization models. It will be shown th...
presented. Their theoretical foundations provide guarantees that the global optimum solution of MINL...
Abstract- The problem of integrated design and control optimization of process plants is discussed i...
Combinatorial optimization is one of the youngest and most active areas of discrete mathematics, and...
Optimization as an enabling technology has been one of the big success stories in process systems en...
Abstract Process network problems can be formulated as a Generalized Disjunctive Program where a log...
. This paper presents an overview of the deterministic global optimization approaches and their appl...
Abstract: "As process optimization becomes an established and mature technology for process simulati...
Process network problems can be formulated as generalized disjunctive programs where a logic-based r...
In this paper, we provide a general classification of mathematical optimization problems, followed b...
"Combinatorial and global optimization problems appear in a wide range of applications in operations...
This paper addresses the solution of nonconvex MINLP problems for process synthesis through the Oute...
The use of networks allows the representation of a variety of important engineering problems. The tr...
Process network problems can be formulated as Generalized Disjunctive Programs where a logicbased re...
This book presents recent developments and new trends in Combinatorial Optimization. Combinatorial O...
iii A conventional logic synthesis flow is composed of three separate phases: tech-nology independen...
presented. Their theoretical foundations provide guarantees that the global optimum solution of MINL...
Abstract- The problem of integrated design and control optimization of process plants is discussed i...
Combinatorial optimization is one of the youngest and most active areas of discrete mathematics, and...
Optimization as an enabling technology has been one of the big success stories in process systems en...
Abstract Process network problems can be formulated as a Generalized Disjunctive Program where a log...
. This paper presents an overview of the deterministic global optimization approaches and their appl...
Abstract: "As process optimization becomes an established and mature technology for process simulati...
Process network problems can be formulated as generalized disjunctive programs where a logic-based r...
In this paper, we provide a general classification of mathematical optimization problems, followed b...
"Combinatorial and global optimization problems appear in a wide range of applications in operations...
This paper addresses the solution of nonconvex MINLP problems for process synthesis through the Oute...
The use of networks allows the representation of a variety of important engineering problems. The tr...
Process network problems can be formulated as Generalized Disjunctive Programs where a logicbased re...
This book presents recent developments and new trends in Combinatorial Optimization. Combinatorial O...
iii A conventional logic synthesis flow is composed of three separate phases: tech-nology independen...
presented. Their theoretical foundations provide guarantees that the global optimum solution of MINL...
Abstract- The problem of integrated design and control optimization of process plants is discussed i...
Combinatorial optimization is one of the youngest and most active areas of discrete mathematics, and...