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Kauffman, Louis H. - Department of Mathematics, Statistics, and Computer Science, University of Illinois at Chicago
Knots and Graphs I Arc Graphs and Colorings Frank Harary
Article No. eujc.1999.0314 Available online at http://www.idealibrary.com on
Contemporary Mathematics Louis H. Kauffman
Biographical Data -Louis H. Kauffman 1 Education
ELSEVIER Physica D 120 (1998) 125-138 Noncommutativity and discrete physics
by Louis H. Kauffman Abstract: This paper is an introduction to the landscape of knot theory and its relationships
arXiv:quant-ph/0210141v121Oct2002 A CONTINUOUS VARIABLE SHOR ALGORITHM
arXiv:math.GT/0112206v228Jul2002 On Filamentations and Virtual Knots
Contemporary Mathematics Bi-oriented Quantum Algebras, and a Generalized
The Mathematics of Charles Sanders Peirce
Quantum Topology and Quantum Computing by Louis H. Kauffman
Advances in Mathematics 146, 39 100 (1999) Structures and Diagrammatics of Four
Z .ADVANCES IN APPLIED MATHEMATICS 18, 300 332 1997 ARTICLE NO. AM960511
12/16/08 4:26 PMNon-commutative worlds Page 1 of 37http://www.iop.org/EJ/article/1367-2630/6/1/173/njp4_1_173.html
Geometry & Topology Monographs Volume 2: Proceedings of the Kirbyfest
Physica A 281 (2000) 173200 www.elsevier.com/locate/physa
APPLIEDALGEBRA J5IsvIBa Journal of Pure and Applied Algebra 100 (1995) 73-92
Contemporary Mathematics Classifying and Applying Rational Knots and Rational
arXiv:math.GT/9811128v224Nov1998 On the LinksGould Invariant of Links
arXiv:quant-ph/0304091v112Apr2003 Entanglement Criteria -Quantum and Topological
Quantum entanglement and topological entanglement
Topology and its Applications 49 (1993) 193-216 North-Holland
Functional Integration and the Kontsevich 1 Introduction
Bios: Creative Organization Beyond Chaos Louis H. Kauffman and Hector Sabelli
& ' ( ) 0 1 2 3 2 4 5 6 4 7 0 8 4 9 @ A B 0 ' 3 ( @ 5 0 3 C 2 5 @ @ D 1 @ D ( ) 4 9 C 3 1 1 0 E 9 3 ( 0 @ ' @ D F ' @ 5 0 G 4 ' ( 4 H 3 ' H @ 5 0 4 ' ( 4 H 5 3 ( 0 @ ' 3 C I ' @ ( 1 B 3 1 4 H @ ' ( ) 4 ' @ 6 I ' @ 6 ' 9 C 3 1 1 0 E 9 3 G
Infinite families of links with trivial Jones polynomial Shalom Eliahou, Louis H. Kauffman 1
Time, Imaginary Value, Paradox, Sign and Space Louis H. Kauffman
A Noncommutative Approach to Discrete 1 Introduction
KNOT THEORY BANACH CENTER PUBLICATIONS, VOLUME 42
The Brasilian Knot Trick 1 Introduction
Fourier Knots 1 Introduction
The Robbins Problem Computer Proofs and Human Proofs by Louis H. Kauffman
