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Software design in computational geometry and contour-edge based polyhedron visualization.. ETH Zurich, Zürich, Switzerland, (1999)base-search.net (ftethz:oai:www.research-collection.ethz.ch:20.500.11850/144416).Counting and Enumerating Pointed Pseudo-triangulations with the Greedy Flip Algorithm., , , and . ALENEX/ANALCO, page 98-110. SIAM, (2005)One Sided Error Predicates in Geometric Computing., and . IFIP Congress: Fundamentals - Foundations of Computer Science, volume 117 of books@ocg.at, page 13-26. Austrian Computer Society, (1998)Contour-Edge Based Polyhedron Visualization.. EuroCG, page 77-80. (2000)A prototype system for visualizing time-dependent volume data., and . SCG, page 327-328. ACM, (2001)Tight degree bounds for pseudo-triangulations of points., , and . CCCG, page 117-120. (2001)Fast automatic level of detail for physically-based materials.. SIGGRAPH Talks, page 39:1-39:2. ACM, (2017)Two computational geometry libraries: LEDA and CGAL., and . Handbook of Discrete and Computational Geometry, 2nd Ed., Chapman and Hall/CRC, (2004)Designing a Data Structure for polyhedral Surfaces.. SCG, page 146-154. ACM, (1998)