Series on Knots and Everything

Vol. 79 Roseman, Dennis

High dimensional knotting: an illustrated guide

QA612.2 R67

Vol. 78 Ogasa, Eiji

Four-dimensional paper constructions after Möbius, Klein and Boy

QA613.2 O43

Vol. 77 Bae, Yongju; Carter, J. Scott, Kim, Byeorhi

Quipu: decorated permutation representations of finite groups

QA649 B343

Vol. 76 Fenn, Roger A.

Combinatorial knot theory

QA612.2 F535

Vol. 75 Colín García, Hilda, María; Cruz Guzmán, José de Jesús; Kauffman, Louis H.; Makaruk, Hanna (Ed.)

Scientific legacy of professor Zbigniew Oziewicz

QC19.2 A66 2021

Vol. 74 Ogasa, Eiji

Seeing four-dimensional space and beyond: using knots!

QA612.2 O35

Vol. 73 Fiedler; Thomas

One-cocycles and knot invariants

QA612.2 F546

Vol. 72 Kauffman, Louis H.; Cummins, Fred; Dibble, Randolph; Conrad, Leon; Ellsbury, Graham; Crompton, Andrew; Grote, Florian (Ed.)

Laws of form

QA29.S64 L38

Vol. 71 Rourke, Colin

The geometry of the universe

QB981 R665

Vol. 70 Kappraff, Jay

Geometric foundations of design: old and new

QA447 K365

Vol. 69 Stakhov, Alexey

Mathematics of harmony as a new interdisciplinary direction and “golden” paradigm of modern science.Volume 3: the “golden” paradigm of modern science: prerequisite for the “golden” revolution in mathematics, computer science, and theoretical natural sciences

QA246.5 S725 v. 3

Vol. 68 Stakhov, Alexey

Mathematics of harmony as a new interdisciplinary direction and “golden” paradigm of modern science. Volume 2: algorithmic measurement theory, Fibonacci and golden arithmetic's and ternary mirror-symmetrical arithmetic

QA246.5 S725 v. 2

Vol. 67 Avrin, Jack

On complementarity: a universal organizing principle

QC174.17C63 A87

Vol. 67 Avrin, Jack

On complementarity : a universal organizing principle

QC174.17C63 A87

Vol. 66 Olegovich Manturov, Vassily; Fedoseev, Denis; Kim, Seongjeong; Nikonov, Igor

Invariants and pictures: low-dimensional topology and combinatorial group theory

QA612.14 M35

Vol. 65 Stakhov, Alexey

Mathematics of harmony as a new interdisciplinary direction and “golden” paradigm of modern science. Volume 1: the golden section, Fibonacci numbers, Pascal triangle, and Platonic solids

QA246.5 S725 v. 1

Vol. 64 Fiedler, Thomas

Polynomial one-cocycles for knots and closed braids

QC20.7K56 F545

Vol. 63 Kyppö, Jorma

Board games : throughout the history and multidimensional spaces

GV1312 K96

Vol. 62 McNair, Jytte Brender; Dennis, Lynnclaire; Kauffman, Louis H. (Eds.)

The mereon matrix : everything connected through (k)nothing. 2nd ed.

QD295 M57 2018

Vol. 61 Stakhov, Alekseĭ Petrovich

Numeral systems with irrational bases for mission-critical applications

QA466 S73

Vol. 60 Riegler , Alexander; Müller, Karl H.; Umpleby, Stuart A.

New horizons for second-order cybernetics

Q310 N485

Vol. 59 Thomas, G. H.
Geometry, language and strategy : the dynamics of desicion processes. Volume 2
QA269 T5782

Vol. 58 Vigara, Rubén; Lozano-Rojo, Álvaro

Representing 3-manifolds by filling Dehn surfaces

QA613.658 V54

Vol. 57 Sirag, Saul Paul

ADEX theory : how the ADE Coxeter graphs unify mathematics and physics

QA177 S57

Vol. 56 Kauffman, Louis H.; Manturov, Vassily Olegovich (Eds.)

New ideas in low dimensional topology

QA612.14 N48

Vol. 55 Avrin, Jack

Knots, braids and Möbius strips : particle physics and the geometry of elementarity : an alternative view

QC793.3G46 A87

Vol. 54 Amson, John C.; Kauffman, Louis H. (Eds.)

Scientific Essays in Honor of H Pierre Noyes on the Occasion of His 90th Birthday

QC20.5 S35

Vol. 53 Kauffman, Louis H.

Knots and physics. 4th ed.

QC20.7P65 K38 2013

Vol. 52 Hillman, Jonathan Arthur

Algebraic invariants of links. 2nd ed.

QA612.2 H555 2012

Vol. 51 Manturov, V. O.; Manturov, V. O.

Virtual knots : the state of the art

QA612.2 M3613

Vol. 50 Novikov, S. P.; Taimanov, I. A.; Golubyatnikov, V. P.

Topological library. Part. 3. Spectral sequences in topology

QA613.66 T6613

Vol. 49 Radford, David E.

Hopf algebras

QA613.8 R33

Vol. 48 Carter, J. Scott

An excursion in diagrammatic algebra : turning a sphere from red to blue

QA612.14 C36

Vol. 47 Siparov, Sergey

Introduction to the anisotropic geometrodynamics

En formato electrónico en Red UNAM

Vol. 46 Kauffman, Louis H.; Lambropoulou, Sofia; Jablan, Slavik; Przytycki, Jozef H.

Introductory lectures on knot theory

QA612.2 I58

Vol. 45 Rauscher, Elizabeth A.; Amoroso, Richard L.

Orbiting the moons of pluto : Complex Solutions to the Einstein, Maxwell, Schrödinger and Dirac Equations

QC173.55 R35 (En el Instituto de Geología)

Vol. 44 Novikov, Sergeæi Petrovich; Taæimanov, Iskander Asanovich (Eds.)

Topological library. Part 2: Characteristic Classes and Smooth Structures on Manifolds

QA613.66 T6613

Vol. 43 Amoroso, Richard L.; Rauscher, Elizabeth A.

The holographic anthropic multiverse

QB991.Q36 A56

Vol. 42 Bastin, Ted

The origin of discrete particles

QC793.16 B37 (En Biblioteca de la Unidad Académica de Cuernavaca)

Vol. 41 Rowlands, Peter

Zero to infinity : the foundations of physics

QC21.3 R69

Vol. 40 Carter, J. Scott.; Kamada, Selichi; Kauffman, Louis H.; Kawauchi, Akio; Kohno, Toshitake

Intelligence of Low Dimensional Topology 2006 : Hiroshima, Japan : 22-26 july 2006

QA612.14 I57

Vol. 39 Novikov, Sergeæi Petrovich; Taæimanov, Iskander Asanovich; Manturov, Vassily Olegovich (Eds.)

Topological library. Part 1. Cobordisms and their applications

QA613.66 T6613

Vol. 38 Mahdavi, Kazem; Culshaw, Rebecca; Boucher, John (Eds.)

Current developments in mathematical biology : proceedings of the Conference on Mathematical Biology and Dynamical Systems, the University of Texas at Tyler, 7-9 October 2005

QH323.5 C665 2005

Vol. 37 Thomas, Gerald Harper

Geometry, language and strategy

QA269 T578

Vol. 36 Calvo, Jorge Alberto (Ed.)

Physical and numerical models in knot theory : including applications to the life sciences

QA612.2 P49

Vol. 35 Sabelli, Hector C.

Bios : a study of creation

Q175 S1853

Vol. 34 Tongring, Nils; Penner, R. C. (Eds.)

Woods hole mathematics : perspectives in mathematics and physics

QC20 W656

Vol. 33 O’Hara, Jun

Energy of knots and conformal geometry

QA612.2 O36

Vol. 32 Hillman, Jonathan Arthur

Algebraic invariants of links

QA612.2 H555

Vol. 31 Hawkins, Gerald S.

Mindsteps to the cosmos

QB15 H38 (En Biblioteca del Instituto de Astronomía)

Vol. 30 Jablan, Slavik V.

Symmetry, ornament and modularity

Q172.5S95 J33

Vol. 29 Ohtsuki, Tomotada

Quantum invariants : a study of knots, 3-manifolds, and their sets

QC174.52C66 O47

Vol. 28 Kappraff, Jay

Beyond measure : a guided tour through nature, myth, and number

QA445 K355

Vol. 27 Noyes, H. Pierre

Bit-string physics : a finite and discrete approach to natural philosophy

QC5.58 N69 (En Biblioteca de la Unidad Académica de Cuernavaca)

Vol. 26 Yetter, David N.

Functorial knot theory : categories of tangles, coherence, categorical deformations, and topological invariants

QA612.2 Y47

Vol. 25 Kappraff, Jay

Connections : the geometric bridge between art and science. 2nd ed.

QA447 K36 2001

Vol. 24 Gordon, C. McA. (Ed.)

Knots in Hellas’98 : proceedings of the International Conference on Knot Theory and its Ramifications : European Cultural Centre of Delphi Greece, 7-15 August 1998

QA612.2 I57

Vol. 23 Hellerstein, N. S.

Diamond : a paradox logic. 2nd ed.

QA9 H377 2010

Vol. 22 Stakhov, A. P.; Olsen, Scott Anthony

The mathematics of harmony : from Euclid to contemporary mathematics and computer science

QA246.5 S73

Vol. 21 Jablan, Slavik V.; Sazdanovic, Radmila (Eds.)

LinKnot : knot theory by computer

QA612.2 J33

Vol. 20 Aneziris, Charilaos N.

The mystery of knots : computer programming for knot tabulation

QA612.2 A54

Vol. 19 Stasiak, A.; Katritch, V.; Kauffman, Louis H. (Eds.)

Ideal knots

QA612.2 I34

Vol. 18 Rosen, Steven M.

The self-evolving cosmos : a phenomenological approach to nature’s unity-in-diversity

QC6 R66 2008le (disponible en Red UNAM como libro electrónico)

Vol. 17 Dang, Yumei; Kauffman, Louis H.; Sandin, Daniel J.

Hypercomplex iterations : distance estimation and higher dimensional fractals

QA297.8 D35

Vol. 16 Hellerstein, N. S. K.

Delta : a paradox logic

QA9 H45

Vol. 15 Suzuki, Shin’ichi (Ed.)

Lectures at Knots ’96 : International Conference Center, Waseda Univ., Tokyo, 22-31 July 1996

QA612.2 L43

Vol. 14 Hellerstein, Nathaniel

Diamond, a paradox logic. 2nd ed.

QA9 H377 1996

Vol. 13 Armel, Jack

Entropic spacetime theory

QC173.59S65 A75 1996 (En Instituto de Astronomía)

Vol. 12 Edmonds, James D.

Relativistic reality : a modern view

QC173.59S65 E35

Vol. 11 Turner, John Christopher; Griend, P. C. van de (Eds.)

History and science of knots

VM533 H57 1996

Vol. 10 Honig, William M.

Nonstandard logics and nonstandard metrics in physics

QC20.7A5 H65 (En Biblioteca del Instituto de Investigaciones Nucleares)

Vol. 9 Bastin, Ted; Kilmister, Clive William

Combinatorial physics

QC6 B375 1995

Vol. 8 Miles, Roger Edmund

Symmetric bends : how to join two lengths of cord

QA612.2 M53 1995

Vol. 7 Millett, Kenneth C.; Sumners, De Witt L. (Eds.)

Random knotting and linking

QA612.2 R35 1994

Vol. 6 Kauffman, Louis H. (Ed.)

Knots and applications

QC20.7K56 K56 1995

Vol. 5 Lins, Sostenes

Gems, computers, and attractors for 3-manifolds

QA613.2 L55 1995

Vol. 4 Baez, John C.; Muniain, Javier P.

Gauge fields, knots, and gravity

QC793.3F5 B34

Vol. 3 Kauffman, Louis H.; Baadhio, Randy A.

Quantum topology

QC174.45 K38

Vol. 2 Carter, J. Scott

How surfaces intersect in space : an introduction to topology. 2nd ed.

QA611 C367 1995

Vol. 1 Kauffman, Lousi H.

Knots and physics. 3rd ed.

QC20.7P65 K38 2001