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Approximating a Minimum Manhattan Network., , and . Nord. J. Comput., 8 (2): 219-232 (2001)Algorithms for facility location problems with outliers., , , and . SODA, page 642-651. ACM/SIAM, (2001)Optimally computing a shortest weakly visible line segment inside a simple polygon., , , and . Comput. Geom., 23 (1): 1-29 (2002)Sliding MinPD: building evolutionary networks of serial samples via an automated recombination detection approach., and . Bioinform., 23 (22): 2993-3000 (2007)Serial NetEvolve: a flexible utility for generating serially-sampled sequences along a tree or recombinant network., and . Bioinform., 22 (18): 2313-2314 (2006)The Power of Explainability in Forecast-Informed Deep Learning Models for Flood Mitigation., , and . CoRR, (2023)LR-visibility in Polygons., , and . Comput. Geom., (1997)Training Set Design for Pattern Discovery with Applications to protein Motif Detection., , , and . Advances in Bioinformatics and Its Applications, volume 8 of Series in mathematical biology and medicine, World Scientific, (2005)New Sparseness Results on Graph Spanners., , , and . SCG, page 192-201. ACM, (1992)Optimally Sparse Spanners in 3-Dimensional Euclidean Space., , and . SCG, page 53-62. ACM, (1993)