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Louis H. Kauffman

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2007
17EELouis H. Kauffman, Samuel J. Lomonaco: Spin Networks, Quantum Topology and Quantum Computation. WoLLIC 2007: 248-263
2005
16EELouis H. Kauffman: Reformulating the map color theorem. Discrete Mathematics 302(1-3): 145-172 (2005)
2001
15EELouis H. Kauffman: On the map theorem. Discrete Mathematics 229(1-3): 171-184 (2001)
1999
14EELouis H. Kauffman: What Is a Number? Cybernetics and Systems 30(2): 113-130 (1999)
13EEHector Sabelli, Louis H. Kauffman: The Process Equation: Formulating and Testing the Process Theory of Systems. Cybernetics and Systems 30(4): 261-294 (1999)
12EELouis H. Kauffman: Virtual Knot Theory. Eur. J. Comb. 20(7): 663-691 (1999)
1998
11EELouis H. Kauffman, Hector Sabelli: The Process Equation. Cybernetics and Systems 29(4): 345-362 (1998)
1997
10EERobert P. Grzeszczuk, Milana Huang, Louis H. Kauffman: Physically-Based Stochastic Simplification of Mathematical Knots. IEEE Trans. Vis. Comput. Graph. 3(3): 262-272 (1997)
1996
9 Milana Huang, Robert P. Grzeszczuk, Louis H. Kauffman: Untangling Knots by Stochastic Energy Optimization. IEEE Visualization 1996: 279-286
1994
8 Louis H. Kauffman: Knot Automata. ISMVL 1994: 328-333
7EEJohn C. Hart, George K. Francis, Louis H. Kauffman: Visualizing quaternion rotation. ACM Trans. Graph. 13(3): 256-276 (1994)
6EEFrançois Jaeger, Louis H. Kauffman, H. Saleur: The Conway Polynomial in R3 and in Thickened Surfaces: A New Determinant Formulation. J. Comb. Theory, Ser. B 61(2): 237-259 (1994)
1993
5 John C. Hart, Gordon W. Lescinsky, Daniel J. Sandin, Thomas A. DeFanti, Louis H. Kauffman: Scientific and artistic investigation of multi-dimensional fractals on the AT&T Pixel Machine. The Visual Computer 9(7): 346-355 (1993)
1990
4 John C. Hart, Louis H. Kauffman, Daniel J. Sandin: Interactive Visualization of Quaternion Julia Sets. IEEE Visualization 1990: 209-218
3EELouis H. Kauffman: Map coloring and the vector cross product. J. Comb. Theory, Ser. B 48(2): 145-154 (1990)
1989
2EEJohn C. Hart, Daniel J. Sandin, Louis H. Kauffman: Ray tracing deterministic 3-D fractals. SIGGRAPH 1989: 289-296
1EELouis H. Kauffman: A Tutte polynomial for signed graphs. Discrete Applied Mathematics 25(1-2): 105-127 (1989)

Coauthor Index

1Thomas A. DeFanti [5]
2George K. Francis [7]
3Robert P. Grzeszczuk [9] [10]
4John C. Hart [2] [4] [5] [7]
5Milana Huang [9] [10]
6François Jaeger [6]
7Gordon W. Lescinsky [5]
8Samuel J. Lomonaco [17]
9Hector Sabelli [11] [13]
10H. Saleur [6]
11Daniel J. Sandin [2] [4] [5]

Colors in the list of coauthors

Copyright © Sun May 17 03:24:02 2009 by Michael Ley (ley@uni-trier.de)