Practice and Theory of Automated Timetabling III

Third International Conference, PATAT 2000 Konstanz, Germany, August 16–18, 2000 Selected Papers

Editors:

ISBN: 978-3-540-42421-5 (Print) 978-3-540-44629-3 (Online)

Table of contents (22 chapters)

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  1. Front Matter

    Pages I-XII

  2. Course and School Timetabling

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      Pages 3-17

      A Multiobjective Genetic Algorithm for the Class/Teacher Timetabling Problem

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      Pages 18-27

      Some Complexity Aspects of Secondary School Timetabling Problems

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      Pages 28-47

      A Generic Object-Oriented Constraint-Based Model for University Course Timetabling

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      Pages 48-63

      A Co-Evolving Timeslot/Room Assignment Genetic Algorithm Technique for University Timetabling

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      Pages 64-82

      A Comprehensive Course Timetabling and Student Scheduling System at the University of Waterloo

  3. Examination Timetabling

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      Pages 85-103

      Examination Timetables and Tabu Search with Longer-Term Memory

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      Pages 104-117

      Tabu Search Techniques for Examination Timetabling

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      Pages 118-131

      A Multicriteria Approach to Examination Timetabling

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      Pages 132-156

      A Grouping Genetic Algorithm for Graph Colouring and Exam Timetabling

  4. Employee Timetabling

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      Pages 159-175

      Cyclical Staff Scheduling Using Constraint Logic Programming

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      Pages 176-190

      A Hyperheuristic Approach to Scheduling a Sales Summit

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      Pages 191-212

      Solving Rostering Tasks as Constraint Optimization

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      Pages 213-223

      Assigning Resources to Constrained Activities

  5. Other Timetabling and Related Problems

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      Pages 227-241

      Fleet Scheduling Optimization: A Simulated Annealing Approach

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      Pages 242-253

      A Schedule-Then-Break Approach to Sports Timetabling

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      Pages 254-273

      Three Methods to Automate the Space Allocation Process in UK Universities

  6. Practical Considerations and General Issues

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      Pages 277-293

      Resource-Constrained Project Scheduling and Timetabling

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      Pages 294-308

      Graph Colouring by Maximal Evidence Edge Adding

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      Pages 309-321

      Modelling Timetabling Problems with STTL

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      Pages 322-341

      A Language for Specifying Complete Timetabling Problems

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