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2010 – 2019
- 2019
[j11]Paul Pollack, Peter Schorn:
Dirichlet's proof of the three-square theorem: An algorithmic perspective. Math. Comput. 88(316): 1007-1019 (2019)
1990 – 1999
- 1994
- [j10]Peter Schorn:
Degeneracy in Geometric Computation and the Perturbation Approach. Comput. J. 37(1): 35-42 (1994) - [j9]Peter Schorn:
Evolution of a Software System: Interaction, Interfaces and Applications in the XYZ GeoBench. J. Symb. Comput. 17(4): 311-320 (1994) - [p1]Peter Schorn, Frederick Fisher:
Testing the Convexity of a Polygon. Graphics Gems 1994: 7-15 - 1993
- [j8]Jürg Nievergelt, Peter Schorn:
Numerik des Chaos oder Chaos der Numerik? Über die Aussagekraft von Bildern - Overflow. Inform. Spektrum 16(1): 39-41 (1993) - [j7]Peter Schorn:
An Axiomatic Approach to Robust Geometric Programs. J. Symb. Comput. 16(2): 155-165 (1993) - 1992
- [j6]Klaus H. Hinrichs, Jürg Nievergelt, Peter Schorn:
An All-Round Sweep Algorithm for 2-Dimensional Nearest-Neighbor Problems. Acta Informatica 29(4): 383-394 (1992) - [c5]Peter Schorn:
The XYZ GeoBench for the Experimental Evaluation of Geometric. Computational Support for Discrete Mathematics 1992: 137-151 - 1991
- [b1]Peter Schorn:
Robust algorithms in a program library for geometric computation. Informatik-Dissertationen ETH Zürich 32, Verl. d. Fachvereine 1991, pp. 1-93 - [c4]Jürg Nievergelt, Peter Schorn, Michele De Lorenzi, Christoph Ammann, Adrian Brüngger:
XYZ: A Project in Experimental Geometric Computation. Workshop on Computational Geometry 1991: 171-186 - [c3]Peter Schorn:
Implementing the XYZ GeoBench: A Programming Environment for Geometric Algorithms. Workshop on Computational Geometry 1991: 187-202
1980 – 1989
- 1989
- [j5]Peter Schorn, Jürg Nievergelt:
Wie wachsen Quad-Bäume? Overflow. Inform. Spektrum 12(2): 97-101 (1989) - 1988
- [j4]Jürg Nievergelt, Peter Schorn:
Das Rätsel der verzopften Geraden - Overflow. Inform. Spektrum 11(3): 163-165 (1988) - [j3]Jürg Nievergelt, Peter Schorn:
Geradenprobleme mit superlinearem Wachstum - Overflow. Inform. Spektrum 11(4): 214-217 (1988) - [j2]Klaus H. Hinrichs, Jürg Nievergelt, Peter Schorn:
Plane-Sweep Solves the Closest Pair Problem Elegantly. Inf. Process. Lett. 26(5): 255-261 (1988) - [j1]Peter Schorn:
A Canonical Simplifier for Trigonometric Expressions in the Kinematic Equation. Inf. Process. Lett. 29(5): 241-246 (1988) - [c2]Klaus H. Hinrichs, Jürg Nievergelt, Peter Schorn:
A Sweep Algorithm for the All-Nearest-Neighbors Problem. Workshop on Computational Geometry 1988: 43-54 - [c1]Klaus H. Hinrichs, Jürg Nievergelt, Peter Schorn:
A Sweep Algorithm and its Implementation: The All-Nearest-Neighbors Problem Revisited. WG 1988: 442-457
Coauthor Index
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