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The Doctor Rostering Problem - Asser Fahrenholz

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Appendix B<br />

GAMS Model<br />

This chapter contains the GAMS model for the DRP subproblem described in chapter<br />

5. <strong>The</strong> model is included in the report that is produced by GAMS. A solution found by<br />

the greedy approach and GRASP is included respectively for comparison.<br />

B.1 <strong>The</strong> night, evening and wishes<br />

JST PZH HP SDA HMM OSJ<br />

08-09-08 FRI2 02-09-08 V15 15-09-08 V12 20-09-08 V7 01-09-08 V11 01-09-08 FERIE<br />

09-09-08 FRI2 08-09-08 Ss 19-09-08 Ss 21-09-08 V15 06-09-08 K15 02-09-08 FERIE<br />

16-09-08 FRI2 09-09-08 FRI2 01-09-08 FRI2 01-09-08 FRI2 07-09-08 V1 03-09-08 FERIE<br />

04-09-08 V14 19-09-08 FRI2 04-09-08 FRI2 09-09-08 FRI2 11-09-08 V12 04-09-08 FERIE<br />

13-09-08 V8 09-09-08 FRI2 12-09-08 FRI2 16-09-08 Ss 05-09-08 FERIE<br />

14-09-08 V2 18-09-08 FRI2 15-09-08 FERIE 20-09-08 K14 06-09-08 FERIE<br />

B.2 <strong>The</strong> GAMS model and report<br />

GAMS Rev 140 Sun Sparc / SOLAR<br />

23-09-08 FRI2 26-09-08 FERIE 21-09-08 V3 07-09-08 FERIE<br />

10/28/08 18:25:02 Page 1<br />

25-09-08 K16<br />

08-09-08 FERIE<br />

09-09-08 FERIE<br />

10-09-08 FERIE<br />

11-09-08 FERIE<br />

12-09-08 FERIE<br />

13-09-08 FERIE<br />

14-09-08 FERIE<br />

G e n e r a l A l g e b r a i c M o d e l i n g S y s t e m<br />

C o m p i l a t i o n<br />

76

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