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Solving Very Large Crew Scheduling Problems to Optimality.

, , и . SAC (1), стр. 446-451. ACM, (2000)

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Jean-Baptiste Yunès

H -H Kaatz

Florian H H Giesert

Lobna H airall h

Christoph H -H Traulsen

 

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Arc-based integer programming formulations for three variants of proportional symbol maps., , , и . Electron. Notes Discret. Math., (2013)Solving the Graph Burning Problem for Large Graphs., , , и . CoRR, (2024)Solving Very Large Crew Scheduling Problems to Optimality., , и . SAC (1), стр. 446-451. ACM, (2000)A Hybrid Approach for Solving Large Scale Crew Scheduling Problems., , и . PADL, том 1753 из Lecture Notes in Computer Science, стр. 293-307. Springer, (2000)An Integrated Solver for Optimization Problems., , и . Operations Research, 58 (2): 342-356 (2010)SIMPL: A System for Integrating Optimization Techniques., , и . CPAIOR, том 3011 из Lecture Notes in Computer Science, стр. 21-36. Springer, (2004)Determining an Optimal Visualization of Physically Realizable Symbol Maps., , , и . SIBGRAPI, стр. 117-124. IEEE Computer Society, (2011)Multimodularity in the Stochastic Appointment Scheduling Problem with Discrete Arrival Epochs., и . Manag. Sci., 66 (2): 744-763 (2020)On the Sum Constraint: Relaxation and Applications.. CP, том 2470 из Lecture Notes in Computer Science, стр. 80-92. Springer, (2002)Optimizing the Layout of Proportional Symbol Maps., , , и . ICCSA (3), том 6784 из Lecture Notes in Computer Science, стр. 1-16. Springer, (2011)