Abstract — Although production scheduling has attracted the research interest of production economics communities for decades, there still remains a gap between academic research and real-world problems. Genetic Algorithms (GA) constitute a technique that has already been applied to a variety of combinatorial problems. We will explain the application of a GA approach to bridge this gap for job-shop scheduling prob-lems, for example to minimize makespan of a production pro-gram or to increase the due-date reliability of jobs. The pre-sented approach focuses on integrating a scheduling algorithm, based on GA, into a commercial software product, namely Microsoft Project 2003. We extended Microsoft Project in a range of aspects: A new graphical...
[[abstract]]Over time, the traditional single-objective job shop scheduling method has grown increas...
This paper presents an effective genetic algorithm (GA) for job shop sequencing and scheduling. A si...
Job shop scheduling problem is one of the most difficult NP-hard combinatorial optimization problems...
We describe applications of Genetic Algorithms (GAs) to the Job Shop Scheduling (JSS) problem. More ...
The Job Shop scheduling problem is widely used in industry and has been the subject of study by seve...
Production scheduling has attracted the interest of production economics communities for d...
This paper addresses an attempt to evolve genetic algorithms by a particular genetic programming met...
The primary objective of this research is to solve the job-shop scheduling problems by minimizing th...
Genetic algorithms were intensively investigated in various modifications and in combinations with o...
The general job-shop scheduling problem is known to be extremely hard. We describe a GA approach whi...
Designing effective scheduling rules or heuristics for a manufacturing system such as job shops is n...
A general model for job shop scheduling is described which applies to static, dynamic and non-determ...
Based on promising results of genetic algorithm (GA) research, a modelling language for manufacturin...
© 2019, Springer International Publishing AG, part of Springer Nature. Designing effective schedulin...
We address a complex scheduling problem arising in the wood panel industry with the objective of min...
[[abstract]]Over time, the traditional single-objective job shop scheduling method has grown increas...
This paper presents an effective genetic algorithm (GA) for job shop sequencing and scheduling. A si...
Job shop scheduling problem is one of the most difficult NP-hard combinatorial optimization problems...
We describe applications of Genetic Algorithms (GAs) to the Job Shop Scheduling (JSS) problem. More ...
The Job Shop scheduling problem is widely used in industry and has been the subject of study by seve...
Production scheduling has attracted the interest of production economics communities for d...
This paper addresses an attempt to evolve genetic algorithms by a particular genetic programming met...
The primary objective of this research is to solve the job-shop scheduling problems by minimizing th...
Genetic algorithms were intensively investigated in various modifications and in combinations with o...
The general job-shop scheduling problem is known to be extremely hard. We describe a GA approach whi...
Designing effective scheduling rules or heuristics for a manufacturing system such as job shops is n...
A general model for job shop scheduling is described which applies to static, dynamic and non-determ...
Based on promising results of genetic algorithm (GA) research, a modelling language for manufacturin...
© 2019, Springer International Publishing AG, part of Springer Nature. Designing effective schedulin...
We address a complex scheduling problem arising in the wood panel industry with the objective of min...
[[abstract]]Over time, the traditional single-objective job shop scheduling method has grown increas...
This paper presents an effective genetic algorithm (GA) for job shop sequencing and scheduling. A si...
Job shop scheduling problem is one of the most difficult NP-hard combinatorial optimization problems...