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Rhombic Penrose Tilings Can be 3-Colored., and . The American Mathematical Monthly, 107 (3): 251-253 (2000)Mathematica in action. Freeman, New York, NY, (1991)How to lose as little as possible., , and . Ars Math. Contemp., 4 (1): 29-62 (2011)Venn Symmetry and Prime Numbers: A Seductive Proof Revisited., and . The American Mathematical Monthly, 115 (7): 645-648 (2008)Drilling for Polygons., and . The American Mathematical Monthly, 119 (4): 300-312 (2012)A machine resolution of a four-color hoax.. CCCG, page 174-185. (2002)The Banach-Tarski paradox.. Cambridge University Press, (1993)Vom Lösen numerischer Probleme - Ein Streifzug entlang der SIAM 10x10-Digit Challenge., , , and . Springer, (2006)Faster Algorithms for Frobenius Numbers., , , and . Electr. J. Comb., (2005)A Paradox Arising from the Elimination of a Paradox., and . The American Mathematical Monthly, 126 (4): 306-318 (2019)