The proposed work presents the design and application of many-objective Jaya (MaOJaya) algorithm to optimize many-objective benchmark optimization problems. The basic Jaya algorithm is modified by introducing non-dominated sorting and tournament selection scheme of NSGA-II. The reference point mechanism is introduced to traverse algorithm towards the best solutions. The basic Jaya algorithm is modified while preserving its essential properties. The Tchebycheff – a decomposition based approach is used to simplify the complex MaOPs. The proposed MaOJaya algorithm is tested on DTLZ benchmark functions with objectives ranging from three to ten to measure its applicability and effectiveness to solve many-objective optimization problems. The IGD ...
Many metaheuristic methods have been proposed to solve engineering problems in literature studies. O...
Pareto dominance is an important concept and is usually used in multiobjective evolutionary algorith...
The file attached to this record is the author's final peer reviewed version.Convergence and diversi...
International audienceIn this review paper, JAYA algorithm, which is a recent population-based algor...
International audienceThe widely used multiobjective optimizer NSGA-II was recently proven to have c...
The file attached to this record is the author's final peer reviewed version. The Publisher's final ...
Jaya is a new metaheuristic that in recent years, has been applied to numerous intractable optimizat...
Over the past few decades, a plethora of computational intelligence algorithms designed to solve mul...
The Jaya algorithm is arguably one of the fastest-emerging metaheuristics amongst the newest members...
A wide range of applications use optimization algorithms to find an optimal value, often a minimum o...
To solve optimization problems, in the field of engineering optimization, an optimal value of a spec...
Many objective optimization is a natural extension to multi-objective optimization where the number ...
Multiobjective evolutionary algorithms (MOEAs) have proven their effectiveness and efficiency in sol...
Multi-objective optimization problems having more than three objectives are referred to as many-obje...
Mixed-variable optimization problems consist of the continuous, integer, and discrete variables gene...
Many metaheuristic methods have been proposed to solve engineering problems in literature studies. O...
Pareto dominance is an important concept and is usually used in multiobjective evolutionary algorith...
The file attached to this record is the author's final peer reviewed version.Convergence and diversi...
International audienceIn this review paper, JAYA algorithm, which is a recent population-based algor...
International audienceThe widely used multiobjective optimizer NSGA-II was recently proven to have c...
The file attached to this record is the author's final peer reviewed version. The Publisher's final ...
Jaya is a new metaheuristic that in recent years, has been applied to numerous intractable optimizat...
Over the past few decades, a plethora of computational intelligence algorithms designed to solve mul...
The Jaya algorithm is arguably one of the fastest-emerging metaheuristics amongst the newest members...
A wide range of applications use optimization algorithms to find an optimal value, often a minimum o...
To solve optimization problems, in the field of engineering optimization, an optimal value of a spec...
Many objective optimization is a natural extension to multi-objective optimization where the number ...
Multiobjective evolutionary algorithms (MOEAs) have proven their effectiveness and efficiency in sol...
Multi-objective optimization problems having more than three objectives are referred to as many-obje...
Mixed-variable optimization problems consist of the continuous, integer, and discrete variables gene...
Many metaheuristic methods have been proposed to solve engineering problems in literature studies. O...
Pareto dominance is an important concept and is usually used in multiobjective evolutionary algorith...
The file attached to this record is the author's final peer reviewed version.Convergence and diversi...