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Formulae for Polyominoes on Twisted Cylinders.

, , , and . LATA, volume 8370 of Lecture Notes in Computer Science, page 76-87. Springer, (2014)

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The On-Line Heilbronn's Triangle Problem in Three and Four Dimensions.. COCOON, volume 2387 of Lecture Notes in Computer Science, page 360-369. Springer, (2002)Counting d-Dimensional Polycubes and nonrectangular Planar polyominoes., and . Int. J. Comput. Geom. Appl., 19 (3): 215-229 (2009)A data front-end for layered manufacturing., and . Comput. Aided Des., 30 (4): 231-243 (1998)A Duality between Small-Face Problems in Arrangements of Lines and Heilbronn-Type Problems.. COCOON, volume 1858 of Lecture Notes in Computer Science, page 44-53. Springer, (2000)Minimal-Perimeter Polyominoes: Chains, Roots, and Algorithms., and . CALDAM, volume 11394 of Lecture Notes in Computer Science, page 109-123. Springer, (2019)Voronoi Diagram for Convex Polygonal Sites with Convex Polygon-Offset Distance Function., and . CALDAM, volume 10156 of Lecture Notes in Computer Science, page 24-36. Springer, (2017)Convex-Straight-Skeleton Voronoi Diagrams for Segments and Convex Polygons., , and . Algorithmica, 83 (7): 2245-2272 (2021)Classical Computational Geometry in GeomNet., , , , and . SCG, page 412-414. ACM, (1997)Efficiently Approximating Polygonal Paths in Three and Higher Dimensions., , , , and . SCG, page 317-326. ACM, (1998)Heilbronn's triangle problem., and . SCG, page 127-128. ACM, (2007)