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Characterizing Feasible Pattern Sets with a Minimum Number of Breaks · Study

WorkCharacterizing Feasible Pattern Sets with a Minimum Number of Breaks

Ryuhei Miyashiro2003

Work2003

Characterizing Feasible Pattern Sets with a Minimum Number of Breaks

Ryuhei Miyashiro · Hideya Iwasaki · Tomomi Matsui

32 citations·0/0 files stored·Lecture notes in computer science

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Scheduling and Timetabling Solutions Advanced Graph Theory Research Constraint Satisfaction and Optimization

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References

1998Scheduling A Major College Basketball Conference 2001Scheduling a Major College Basketball Conference—Revisited 1988Some models of graphs for scheduling sports competitions 1992Combinatorial aspects of construction of competition Dutch Professional Football Leagues 1980Geography, games and graphs 1994Devising a Cost Effective Schedule for a Baseball League 1980Balancing Carry-Over Effects in Round Robin Tournaments 1994Scheduling the Australian State Cricket Season Using Simulated Annealing

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2022Teaching Integer Programming by Scheduling the Belgian Soccer League

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Details

Year2003

Typeother

Published2003-01-01

VenueLecture notes in computer science

ISSN-L0302-9743

Languageen

Citations32

Files0 public / 0

ShelfScheduling and Timetabling Solutions

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doi10.1007/978-3-540-45157-0_5

openalex_workW1556671682

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