In this paper, we compare the performance of a solution-based schedule generation method and a rule-based schedule generation method, both of which are genetic-algorithm-based search algorithms. In the rule-based algorithm, a job permutation is determined by dispatching rules for scheduling problems. Therefore we call this algorithm a rule-based GA in this paper. We employ common dispatching rules such as SPT (Shortest Processing Time), EDD (Earliest Due Date), MST (Minimum Slack Time). We also employ a random rule, which select a job randomly from the remaining jobs. We employ a genetic algorithm to combine these dispatching rules to generate a schedule. On the other hand, a job permutation is directly treated as an individual in the solut...
Optimal machine scheduling in general is unlikly to be solved in polynomial time. In practice heuris...
Over the past three decades a significant amount of time and effort has been expended in an attempt...
Scheduling problems arise whenever there is a choice of order in which a number of tasks should be p...
We describe applications of Genetic Algorithms (GAs) to the Job Shop Scheduling (JSS) problem. More ...
Many real-world problems in manufacturing system, for instance, the scheduling problems, are formula...
Genetic algorithms simulate the survival of the fittest among individuals over consecutive generatio...
The general job-shop scheduling problem is known to be extremely hard. We describe a GA approach whi...
Abstract — Although production scheduling has attracted the research interest of production economic...
Thio thesis investigates the use of genetic algorithms (GAs) for solving a range of timetabling and...
This article describes the genetic algorithm used to solve the problem related to the scheduling the...
The Job-Shop Scheduling Problem (JSSP) is considered as one of the difficult combinatorial optimizat...
The Job-Shop Scheduling Problem (JSSP) is considered as one of the difficult combinatorial optimizat...
Scheduling is an important planning activity in manufacturing systems to help optimise the usage of ...
The Job Shop scheduling problem is widely used in industry and has been the subject of study by seve...
Operational scheduling of manufacturing industry is of paramount importance for cost-effectiv...
Optimal machine scheduling in general is unlikly to be solved in polynomial time. In practice heuris...
Over the past three decades a significant amount of time and effort has been expended in an attempt...
Scheduling problems arise whenever there is a choice of order in which a number of tasks should be p...
We describe applications of Genetic Algorithms (GAs) to the Job Shop Scheduling (JSS) problem. More ...
Many real-world problems in manufacturing system, for instance, the scheduling problems, are formula...
Genetic algorithms simulate the survival of the fittest among individuals over consecutive generatio...
The general job-shop scheduling problem is known to be extremely hard. We describe a GA approach whi...
Abstract — Although production scheduling has attracted the research interest of production economic...
Thio thesis investigates the use of genetic algorithms (GAs) for solving a range of timetabling and...
This article describes the genetic algorithm used to solve the problem related to the scheduling the...
The Job-Shop Scheduling Problem (JSSP) is considered as one of the difficult combinatorial optimizat...
The Job-Shop Scheduling Problem (JSSP) is considered as one of the difficult combinatorial optimizat...
Scheduling is an important planning activity in manufacturing systems to help optimise the usage of ...
The Job Shop scheduling problem is widely used in industry and has been the subject of study by seve...
Operational scheduling of manufacturing industry is of paramount importance for cost-effectiv...
Optimal machine scheduling in general is unlikly to be solved in polynomial time. In practice heuris...
Over the past three decades a significant amount of time and effort has been expended in an attempt...
Scheduling problems arise whenever there is a choice of order in which a number of tasks should be p...