Series Editor: L H Kauffman (University of Illinois, Chicago)

The Series on Knots and Everything: is a book series polarized around the theory of knots. Volume 1 in the series is Louis H Kauffman's Knots and Physics.

One purpose of this series is to continue the exploration of many of the themes indicated in Volume 1. These themes reach out beyond knot theory into physics, mathematics, logic, linguistics, philosophy, biology and practical experience. All of these outreaches have relations with knot theory when knot theory is regarded as a pivot or meeting place for apparently separate ideas. Knots act as such a pivotal place. We do not fully understand why this is so. The Series represents stages in the exploration of this nexus.

Details of the titles in this series to date give a picture of the enterprise.

Published titles
• Volume 1: Knots and Physics (Second Edition)
  by L H Kauffman
• Volume 1: Knots and Physics (Third Edition)
  by L H Kauffman
• Volume 2: How Surfaces Intersect in Space
  An Introduction to Topology
  by J S Carter
• Volume 2: How Surfaces Intersect in Space
  An Introduction to Topology (2nd Edition)
  by J S Carter
• Volume 3: Quantum Topology
  edited by L H Kauffman & R A Baadhio
  A volume of papers on the relatively new subject of quantum topology and topological quantum field theory
• Volume 4: Gauge Fields, Knots and Gravity
  by J Baez & J P Muniain
• Volume 5: Gems, Computers and Attractors for 3-Manifolds
  by Sóstenes Lins
  A highly original treatment of combinatorial approaches to 3-manifolds and algorithms for recognising 3-manifolds.
• Volume 6: Knots and Applications
  edited by Louis H Kauffman
  A compilation of research papers devoted to applications of knot theory. The collection includes reprints of Lord Kelvin's work on his theory of knotted vortices and atomic structure. Other applications discussed in the book are vortices in fluids, knotted wormholes in relativity, knotted quantized electromagnetic flux, 2+1 quantum gravity, Witten's invariants of knots and 3-manifolds, Vassiliev invariants and RNA folding, molecular knots and Möbius strips, knots and mathematical foundations, braids and the psychology of impossible figures
• Volume 7: Random Knotting and Linking
  edited by K C Millett & D W Sumners
• Volume 8: Symmetric Bends: How to Join Two Lengths of Cord
  by R E Miles
  A new monograph on the properties of specific methods of rope-tying. This is, to our knowledge, the first book on rope-tying to appear in a scientific book series
• Volume 9: Combinatorial Physics
  by T Bastin & C W Kilmister
• Volume 10: Nonstandard Logics and Nonstandard Metrics in Physics
  by W M Honig
  Provides a clear introduction to the author's original approaches to foundations of physics and the structure of mathematical formalisms.
• Volume 11: History and Science of Knots
  edited by J C Turner & P van de Griend
• Volume 12: Relativistic Reality: A Modern View
  edited by J D Edmonds, Jr
• Volume 13: Entropic Spacetime Theory
  by J Armel
• Volume 14: Diamond
  A Paradox Logic
  by N S Hellerstein
• Volume 15: Lectures at KNOTS '96
  by S Suzuki
• Volume 16: Delta
  A Paradox Logic
  by N S Hellerstein
• Volume 17: Hypercomplex Iterations
  Distance Estimation and Higher Dimensional Fractals (with CD ROM)
  by Y Dang, L H Kauffman & D Sandin
• Volume 18: Self-Evolving Cosmos, The
  A Phenomenological Approach to Nature’s Unity-in-Diversity
  by Steven M Rosen
• Volume 19: Ideal Knots
  by A Stasiak, V Katritch & L H Kauffman
• Volume 20: The Mystery of Knots
  Computer Programming for Knot Tabulation
  by C N Aneziris
• Volume 21: LinKnot
  Knot Theory by Computer
  by Slavik Jablan & Radmila Sazdanović
• Volume 22: Mathematics of Harmony, The
  From Euclid to Contemporary Mathematics and Computer Science
  by Alexey Stakhov
  assisted by Scott Olsen
• Volume 23: Diamond
  A Paradox Logic
  (2nd Edition)
  by N S Hellerstein
• Volume 24: Knots in HELLAS '98
  Proceedings of the International Conference on Knot Theory and Its Ramifications
  edited by C McA Gordon, V F R Jones, L Kauffman, S Lambropoulou & J H Przytycki
• Volume 25: Connections
  The Geometric Bridge between Art and Science
  Second Edition
  by J Kappraff
• Volume 26: Functorial Knot Theory
  Catagories of Tangles, Coherence, Categorical Deformations, and Topological Invariants
  by D N Yetter
• Volume 27: Bit-String Physics
  A Finite and Discrete Approach to Natural Philosophy
  by H Pierre Noyes
  edited by J C van den Berg
• Volume 28: Beyond Measure
  A Guided Tour Through Nature, Myth, and Number
  by J Kappraff
• Volume 29: Quantum Invariants
  A Study of Knots, 3-Manifolds, and Their Sets
  by T Ohtsuki
• Volume 30: Symmetry, Ornament and Modularity
  by S V Jablan
• Volume 31: Mindsteps to the Cosmos
  by G S Hawkins
• Volume 32: Algebraic Invariants of Links
  by J Hillman
• Volume 33: Energy of Knots and Conformal Geometry
  by J O'Hara
• Volume 34: Woods Hole Mathematics
  Perspectives in Mathematics and Physics
  edited by Nils Tongring & R C Penner
• Volume 35: BIOS
  A Study of Creation
  (With CD-ROM)
  by Hector Sabelli
• Volume 36: Physical and Numerical Models in Knot Theory
  Including Applications to the Life Sciences
  edited by Jorge A Calvo, Kenneth C Millett, Eric J Rawdon & Andrzej Stasiak
• Volume 37: Geometry, Language and Strategy
  by Gerald H Thomas
• Volume 38: Current Developments in Mathematical Biology
  Proceedings of the Conference on Mathematical Biology and Dynamical Systems
  edited by Kazem Mahdavi, Rebecca Culshaw & John Boucher
• Volume 39: Topological Library
  Part 1: Cobordisms and Their Applications
  edited by S P Novikov & I A Taimanov
  translated by V O Manturov
• Volume 40: Intelligence of Low Dimensional Topology 2006
  edited by J Scott Carter, Seiichi Kamada, Louis H Kauffman, Akio Kawauchi & Toshitake Kohno
• Volume 41: Zero to Infinity
  The Foundations of Physics
  by Peter Rowlands
• Volume 42: Origin of Discrete Particles, The
  by T Bastin & C W Kilmister
• Volume 43: Holographic Anthropic Multiverse, The
  Formalizing the Complex Geometry of Reality
  by Richard L Amoroso & Elizabeth A Rauscher
• Volume 44: Topological Library
  Part 2: Characteristic Classes and Smooth Structures on Manifolds
  edited by S P Novikov & I A Taimanov
  translated by V O Manturov




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Forthcoming titles

• Introductory Lectures on Knot Theory
  Selected Lectures Presented at the Advanced School and Conference on Knot Theory and Its Applications to Physics and Biology
  edited by Louis H Kauffman, Sofia Lambropoulou, Slavik Jablan & Jozef H Przytycki
• Orbiting the Moons of Pluto
  Complex Solutions to the Einstein, Maxwell, Schrödinger and Dirac Equations
  by Elizabeth A Rauscher & Richard L Amoroso




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JKTR - Information about our Journal of Knot Theory and its Ramifications

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Updated on 8 September 2010