This paper introduces a new paradigm for distributed multidisciplinary design optimization (MDO) of complex coupled systems. It is inspired by the phenomena of coevolutionary adaptation occurring in ecological systems. The focus of the paper is to develop flexible design architectures for addressing the organizational and computational challenges involved in application of formal optimization techniques to large-scale multidisciplinary systems. The distinguishing advantages offered by the proposed MDO architectures include retainment of disciplinary autonomy and decentralized decision making, massive parallelism, reduced software integration and interdisciplinary communication overheads, accommodation of variable-complexity design parameter...
Multidisciplinary design optimization problems with competing objectives that involve several inter...
This paper is about multidisciplinary (design) optimization, or MDO, the coupling of two or more ana...
International audienceMultiDisciplinary Optimization (MDO) problems represent one of the hardest and...
This paper introduces a new paradigm for distributed multidisciplinary design optimization (MDO) of ...
A coevolutionary architecture for distributed optimization of complex coupled systems is presented. ...
The evolution of multidisciplinary design optimization (MDO) over the past several years has been on...
10 pagesEngineering design of complex systems is a decision making process that aims at choosing fro...
Multidisciplinary optimization (MDO) problems are a specific class of concurrent engineering problem...
The current paper addresses the design of complex distributed systems consisting of many components ...
Design of complex engineering systems often involves multiple interacting disciplines and analyses. ...
Peng X, Jin Y, Wang H. Multimodal Optimization Enhanced Cooperative Coevolution for Large-Scale Opti...
Multidisciplinary optimization (MDO) is concerned with complex systems exhibiting challenges in term...
MultiDisciplinary Optimization (MDO) problems represent one of the hardest and broadest domains of c...
Cooperative coevolutionary algorithms decompose a problem into several subcomponents and optimize th...
Multidisciplinary design optimization (MDO) is a field of research that studies the application of n...
Multidisciplinary design optimization problems with competing objectives that involve several inter...
This paper is about multidisciplinary (design) optimization, or MDO, the coupling of two or more ana...
International audienceMultiDisciplinary Optimization (MDO) problems represent one of the hardest and...
This paper introduces a new paradigm for distributed multidisciplinary design optimization (MDO) of ...
A coevolutionary architecture for distributed optimization of complex coupled systems is presented. ...
The evolution of multidisciplinary design optimization (MDO) over the past several years has been on...
10 pagesEngineering design of complex systems is a decision making process that aims at choosing fro...
Multidisciplinary optimization (MDO) problems are a specific class of concurrent engineering problem...
The current paper addresses the design of complex distributed systems consisting of many components ...
Design of complex engineering systems often involves multiple interacting disciplines and analyses. ...
Peng X, Jin Y, Wang H. Multimodal Optimization Enhanced Cooperative Coevolution for Large-Scale Opti...
Multidisciplinary optimization (MDO) is concerned with complex systems exhibiting challenges in term...
MultiDisciplinary Optimization (MDO) problems represent one of the hardest and broadest domains of c...
Cooperative coevolutionary algorithms decompose a problem into several subcomponents and optimize th...
Multidisciplinary design optimization (MDO) is a field of research that studies the application of n...
Multidisciplinary design optimization problems with competing objectives that involve several inter...
This paper is about multidisciplinary (design) optimization, or MDO, the coupling of two or more ana...
International audienceMultiDisciplinary Optimization (MDO) problems represent one of the hardest and...