Constraints for symmetry breaking in graph representation

Author:

Codish Michael,Miller AliceORCID,Prosser Patrick,Stuckey Peter J.

Publisher

Springer Science and Business Media LLC

Subject

Artificial Intelligence,Computational Theory and Mathematics,Discrete Mathematics and Combinatorics,Software

Reference37 articles.

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2. Faulon, J.-L. (1998). Isomorphism, automorphism partitioning, and canonical labeling can be solved in polynomial-time for molecular graphs. Journal of Chemical Information and Computer Sciences, 38(3), 432–444.

3. Ehrlich, H., & Rarey, M. (2011). Maximum common subgraph isomorphism algorithms and their applications in molecular science: a review. Wiley Interdisciplinary Reviews: Computational Molecular Science, 1(1), 68–79.

4. Solnon, C., Damiand, G., de la higuera, C., Janodet, J. (2015). On the complexity of submap isomorphism and maximum common submap problems. Pattern Recognition, 48(2), 302–316.

5. Gardiner, E.J., & Sakr, S. (2011). Graph applications in chemoinformatics and structural bioinformatics. In Pardede, E. (Ed.) Graph Data Management (pp. 386–420). Pennsylvania: IGI Global.

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