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L-Convex Polyominoes: Discrete Tomographical Aspects

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DOI: 10.4236/ojdm.2018.84009    285 Downloads   498 Views

ABSTRACT

This paper uses the geometrical properties of L-convex polyominoes in order to reconstruct these polyominoes. The main idea is to modify some clauses to the original construction of Chrobak and Dürr in order to control the L-convexity using 2SAT satisfaction problem.

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Tawbe, K. and Mansour, S. (2018) L-Convex Polyominoes: Discrete Tomographical Aspects. Open Journal of Discrete Mathematics, 8, 116-136. doi: 10.4236/ojdm.2018.84009.

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