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Complexity of shop-scheduling problems with fixed number of jobs: a survey

  • Published:2007-02-06 Issue:3 Volume:65 Page:461-481
  • ISSN:1432-2994
  • Container-title:Mathematical Methods of Operations Research
  • language:en
  • Short-container-title:Math Meth Oper Res

Author:

Brucker Peter,Sotskov Yu N.,Werner Frank

Publisher

Springer Science and Business Media LLC

Subject

Management Science and Operations Research,General Mathematics,Software

Reference27 articles.

1. Akers SB (1956) A graphical approach to production scheduling problems. Oper Res 4:244–245

2. Akers SB, Friedman J (1956) A non-numerical approach to production scheduling problems. Oper Res 3:429–442

3. Aho AV, Hopcroft JE, Ullman JD (1974) The design and analysis of computer algorithms. Addison-Wesley, Reading

4. Brucker P (1988) An efficient algorithm for the job-shop problem with two jobs. Computing 40:353–359

5. Brucker P (1994) A polynomial algorithm for the two machine job-shop scheduling problem with a fixed number of jobs. Oper Res Spekt 16:5–7

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1. Two-machine job-shop scheduling with one joint job;Discrete Applied Mathematics;2024-03

2. An actor-critic algorithm with policy gradients to solve the job shop scheduling problem using deep double recurrent agents;European Journal of Operational Research;2024-02

3. Practical approach to flexible job shop scheduling with tool switching constraints using quantum annealing;Journal of Advanced Mechanical Design, Systems, and Manufacturing;2024

4. An Algebraic Approach to the Solutions of the Open Shop Scheduling Problem;2023 IEEE 13th International Conference on Pattern Recognition Systems (ICPRS);2023-07-04

5. An Algebraic Approach to the Solutions of the Open Shop Scheduling Problem;Computation;2023-05-08
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