Bibliografia

Pełna bibliografia podręcznika: 480 pozycji, najnowsze z roku 2024. Przyciski przy wpisach prowadzą do wydawcy (DOI), do preprintu na arXiv, do pliku lub strony autora (PDF, WWW) oraz do recenzji w MathSciNet (MR, wymaga dostępu instytucjonalnego). Szukasz nowszych prac? Zajrzyj do zakładki Nowości.

Książki (33)
Artykuły (408)
Prace dyplomowe, preprinty i zasoby internetowe (39)

Książki (33)

1. Jessica S. Purcell (2020). Hyperbolic Knot Theory. American Mathematical Society, Graduate Studies in Mathematics, tom 209.
2. Colin C. Adams; Erica Flapan; Allison Henrich; Louis H. Kauffman; Lewis D. Ludwig; Sam Nelson (2020). Encyclopedia of knot theory. CRC Press.
3. Gerhard Burde; Heiner Zieschang; Michael Heusener (2014). Knots. De Gruyter, Berlin, De Gruyter Studies in Mathematics, tom 5. MR
4. Sergei V. Chmutov; Sergei V. Duzhin; Jacob Mostovoy (2012). Introduction to Vassiliev knot invariants. Cambridge University Press, Cambridge. DOI MR
5. Christian Kassel; Vladimir G. Turaev (2008). Braid groups. Springer, Nowy Jork, Graduate Texts in Mathematics, tom 247. DOI MR
6. Vassily O. Manturov (2004). Knot theory. Chapman &Hall/CRC, Boca Raton, FL. DOI MR
7. Peter R. Cromwell (2004). Knots and links. Cambridge University Press, Cambridge. DOI MR
8. Allen Hatcher (2002). Algebraic topology. Cambridge University Press, Cambridge. MR
9. Vladimir G. Turaev (2001). Introduction to Combinatorial Torsions. Birkhäuser Verlag, Bazylea, Lectures in Mathematics ETH Zürich. Notatki spisane przez Felixa Schlenka
10. William P. Thurston (1997). Three-dimensional geometry and topology. Vol. 1. Princeton University Press, Princeton, NJ, Princeton Mathematical Series, tom 35. MR
11. Victor V. Prasolov; Alexei B. Sossinsky (1997). Knots, links, braids and 3-manifolds. American Mathematical Society, Providence, RI, Translations of Mathematical Monographs, tom 154. DOI MR
12. William B. R. Lickorish (1997). An introduction to knot theory. Springer-Verlag, Nowy Jork, Graduate Texts in Mathematics, tom 175. DOI MR
13. Kunio Murasugi (1996). Knot theory and its applications. Birkhäuser Boston, Inc., Boston, MA. MR
14. Akio Kawauchi (1996). A survey of knot theory. Birkhäuser Verlag, Bazylea. MR
15. Józef H. Przytycki (1995). Węzły. Script.
16. Colin C. Adams (1994). The knot book. W. H. Freeman and Company, Nowy Jork. MR
17. John Stillwell (1993). Classical Topology and Combinatorial Group Theory. Springer-Verlag, Nowy Jork.
18. Charles Livingston (1993). Knot theory. Mathematical Association of America, Waszyngton, DC, Carus Mathematical Monographs, tom 24. MR
19. Riccardo Benedetti; Carlo Petronio (1992). Lectures on hyperbolic geometry. Springer-Verlag, Berlin, Universitext. DOI MR
20. Louis H. Kauffman (1991). Knots and physics. World Scientific Publishing Co., Inc., River Edge, NJ, Series on Knots and Everything, tom 1. DOI MR
21. John W. Morgan; Hyman Bass (1984). The Smith conjecture. Academic Press, Inc., Orlando, FL, Pure and Applied Mathematics, tom 112. MR
22. Louis H. Kauffman (1983). Formal knot theory. Princeton University Press, Princeton, NJ, Mathematical Notes, tom 30. MR
23. Alain Caudron (1982). Classification des nœuds et des enlacements. Université de Paris-Sud, Département de Mathématique, Orsay, Publications Mathématiques d'Orsay 82 [Mathematical Publications of Orsay 82], tom 4. MR
24. Michel Boileau; Laurent Siebenmann (1980). A planar classification of pretzel knots and Montesinos knots. Université de Paris-Sud. Département de Mathématique.
25. Klaus Johannson (1979). Homotopy equivalences of $3$-manifolds with boundaries. Springer, Berlin, Lecture Notes in Mathematics, tom 761. MR
26. Dale Rolfsen (1976). Knots and links. Publish or Perish, Inc., Berkeley, Calif., Mathematics Lecture Series, tom 7. MR
27. Joan S. Birman (1974). Braids, links, and mapping class groups. Princeton University Press, Princeton, N.J.; University of Tokyo Press, Tokio. MR
28. George D. Mostow (1973). Strong rigidity of locally symmetric spaces. Princeton University Press, Princeton, N.J.; University of Tokyo Press, Tokio, Annals of Mathematics Studies, tom 78. MR
29. John W. Milnor (1969). Singular Points of Complex Hypersurfaces. Princeton University Press, Annals of Mathematics Studies, tom 61. DOI
30. Wilhelm Magnus; Abraham Karrass; Donald Solitar (1966). Combinatorial group theory: Presentations of groups in terms of generators and relations. Interscience Publishers [John Wiley &Sons, Inc.], Nowy Jork-Londyn-Sydney. MR
31. Richard H. Crowell; Ralph H. Fox (1963). Introduction to knot theory. Ginn and Co., Boston, Mass.. MR
32. Kurt W. Reidemeister (1932). Knotentheorie. Springer-Verlag, Berlin, Ergebnisse der Mathematik und ihrer Grenzgebiete, tom 1. MR
33. Johann B. Listing (1847). Vorstudien zur Topologie. Vandenhoeck und Ruprecht.

Artykuły (408)

1. Tokio Oshikiri; Ayaka Shimizu; Junya Tamura (2024). Region crossing change on origami and link. Journal of Knot Theory and its Ramifications 33(07), s. 2450019. DOI
2. Clayton Shonkwiler (2022). All prime knots through 10 crossings have superbridge index $\le 5$. Journal of Knot Theory and Its Ramifications 31(04), s. 2250023. DOI
3. Robert E. Tuzun; Adam S. Sikora (2021). Verification of the Jones unknot conjecture up to 24 crossings. Journal of Knot Theory and its Ramifications 30(3), s. 6. DOI MR
4. Maciej Borodzik; Wojciech Politarczyk (2021). Khovanov homology and periodic links. Indiana University Mathematics Journal 70(1), s. 235–267.
5. Christoph Lamm (2021). The search for nonsymmetric ribbon knots. Experimental Mathematics 30(3), s. 349–363. DOI
6. Alexander R. Klotz; Matthew Maldonado (2021). The ropelength of complex knots. Journal of Physics. A. Mathematical and Theoretical 54(44), s. 18. DOI MR
7. Anthony Conway (2021). The Levine-Tristram signature: a survey. w: 2019–20 MATRIX annals, MATRIX Book Ser., tom 4, Springer, Cham, s. 31–56. DOI MR
8. Mark W. Brittenham; Susan M. Hermiller (2021). A counterexample to the Bernhard–Jablan unknotting conjecture. Experimental Mathematics 30(4), s. 547–556. DOI MR
9. Makoto Sakuma (2020). A survey of the impact of Thurston's work on knot theory. w: In the tradition of Thurston, Springer, Cham, s. 67–160. DOI MR
10. Lisa Piccirillo (2020). The Conway knot is not slice. Annals of Mathematics. Second Series 191(2), s. 581–591. DOI MR
11. Maciej Borodzik; Przemysław Grabowski; Adam Król; Maria Marchwicka (2020). Linking forms, finite orthogonal groups and periodicity of links. Journal of the Mathematical Society of Japan 72(4), s. 1025–1048. DOI MR
12. Benjamin A. Burton (2020). The next 350 million knots. w: 36th International Symposium on Computational Geometry, LIPIcs. Leibniz Int. Proc. Inform., tom 164, Schloss Dagstuhl. Leibniz-Zentrum für Informatik GmbH, Wadern, s. 1–17. MR
13. Ryan Blair; Alexandra Kjuchukova; Roman Velazquez; Paul Villanueva (2020). Wirtinger systems of generators of knot groups. Communications in Analysis and Geometry 28(2), s. 243–262. DOI MR
14. Yongju Bae; In S. Lee (2020). On Alexander polynomials of pretzel links. Kyungpook Mathematical Journal 60(2), s. 239–253. DOI MR
15. Sam Nelson; Natsumi Oyamaguchi; Radmila Sazdanović (2019). Psyquandles, singular knots and pseudoknots. Tokyo Journal of Mathematics 42(2), s. 405–429. MR
16. David Futer; Efstratia Kalfagianni; Jessica S. Purcell (2019). A survey of hyperbolic knot theory. w: Knots, low-dimensional topology and applications, Springer Proc. Math. Stat., tom 284, Springer, Cham, s. 1–30. DOI MR
17. Yasuyuki Miyazawa (2019). Links with trivial $Q$-polynomial. Journal of the Mathematical Society of Japan 71(1), s. 19–42. DOI MR
18. Yuanan Diao; Claus Ernst; Attila Por; Uta Ziegler (2019). The ropelengths of knots are almost linear in terms of their crossing numbers. Journal of Knot Theory and its Ramifications 28(14), s. 64. DOI MR
19. Robert E. Tuzun; Adam S. Sikora (2018). Verification of the Jones unknot conjecture up to 22 crossings. Journal of Knot Theory and its Ramifications 27(3), s. 18. DOI MR
20. Charles Livingston (2018). Signature functions of knots. Proceedings of the American Mathematical Society 146(10), s. 4513–4520. DOI MR
21. Paul Turner (2017). Five lectures on Khovanov homology. Journal of Knot Theory and its Ramifications 26(3), s. 41. DOI MR
22. Wojciech Politarczyk (2017). Equivariant Jones polynomials of periodic links. Journal of Knot Theory and its Ramifications 26(03), s. 1741007. DOI
23. Adam M. Lowrance; Dean Spyropoulos (2017). The Jones polynomial of an almost alternating link. New York Journal of Mathematics 23(1), s. 1611–1639.
24. Joshua E. Greene (2017). Alternating links and definite surfaces. Duke Mathematical Journal 166(11), s. 2133–2151. DOI MR
25. Carlo Petronio; Adolfo Zanellati (2016). Algorithmic simplification of knot diagrams: New moves and experiments. Journal of Knot Theory and Its Ramifications 25(10), s. 1–30. DOI
26. Kenneth A. Perko (2016). Historical highlights of non-cyclic knot theory. Journal of Knot Theory and its Ramifications 25(03), s. 1640010. DOI
27. Sam Nelson (2016). What is … a quandle?. Notices of the American Mathematical Society 63(4), s. 378–380. DOI MR
28. Livio Liechti (2016). Signature, positive Hopf plumbing and the Coxeter transformation. Osaka Journal of Mathematics 53(1), s. 251–266. MR
29. Stanislav Jabuka; Swatee Naik (2016). Periodic knots and Heegard Floer correction terms. Journal of the European Mathematical Society 18(8), s. 1651–1674.
30. Patrick M. Gilmer; Charles Livingston (2016). Signature jumps and Alexander polynomials for links. Proceedings of the American Mathematical Society 144(12), s. 5407–5417. DOI MR
31. Marc Lackenby (2015). A polynomial upper bound on Reidemeister moves. Annals of Mathematics. Second Series 182(2), s. 491–564. DOI MR
32. Greg Kuperberg (2015). How hard is it to approximate the Jones polynomial?. Theory of Computing. An Open Access Journal 11, s. 183–219. DOI MR
33. Maciej Borodzik; Stefan Friedl (2015). The unknotting number and classical invariants, I. Algebraic &Geometric Topology 15(1), s. 85–135. DOI MR
34. Ayaka Shimizu (2014). Region crossing change is an unknotting operation. Journal of the Mathematical Society of Japan 66(3), s. 693–708. DOI MR
35. Marc Lackenby (2014). The crossing number of satellite knots. Algebraic &Geometric Topology 14(4), s. 2379–2409. DOI MR
36. Pierre V. Koseleff; Daniel Pecker (2014). Every knot is a billiard knot. w: Knots in Poland. III. Part 1, Banach Center Publ., tom 100, Polish Acad. Sci. Inst. Math., Warszawa, s. 173–178. DOI MR
37. Allison Henrich; Louis H. Kauffman (2014). Unknotting unknots. American Mathematical Monthly 121(5), s. 379–390. DOI MR
38. William E. Clark; Mohamed Elhamdadi; Masahico Saito; Timothy Yeatman (2014). Quandle colorings of knots and applications. Journal of Knot Theory and its Ramifications 23(6), s. 29. DOI MR
39. Maciej Borodzik; Stefan Friedl (2014). The unknotting number and classical invariants II. Glasgow Mathematical Journal 56(3), s. 657–680. DOI MR
40. Kenichi Yoshida (2013). The minimal volume orientable hyperbolic 3-manifold with 4 cusps. Pacific Journal of Mathematics 266(2), s. 457–476. DOI MR
41. Craig Hodgson; Hidetoshi Masai (2013). On the number of hyperbolic 3-manifolds of a given volume. w: Geometry and topology down under, Contemp. Math., tom 597, Amer. Math. Soc., Providence, RI, s. 295–320. DOI MR
42. Colin C. Adams (2013). Triple crossing number of knots and links. Journal of Knot Theory and its Ramifications 22(2), s. 17. DOI MR
43. Leandro Vendramin (2012). On the classification of quandles of low order. Journal of Knot Theory and its Ramifications 21(9), s. 10. DOI MR
44. Alexander Shumakovitch (2012). Khovanov homology theories and their applications. w: Perspectives in analysis, geometry, and topology, Progr. Math., tom 296, Birkhäuser/Springer, Nowy Jork, s. 403–430. DOI MR
45. Daniel Pecker (2012). Poncelet's theorem and billiard knots. Geometriae Dedicata 161, s. 323–333. DOI MR
46. Hugh M. Hilden; José M. Montesinos; Débora M. Tejada; Margarita M. Toro (2012). On the classification of 3-bridge links. Revista Colombiana de Matemáticas 46(2), s. 113–144. MR
47. Stavros Garoufalidis; Christoph Koutschan (2012). The noncommutative $A$-polynomial of $(-2,3,n)$ pretzel knots. Experimental Mathematics 21(3), s. 241–251. DOI MR
48. Sergei V. Chmutov (2012). Combinatorics of Vassiliev invariants. w: Introductory lectures on knot theory, Ser. Knots Everything, tom 46, World Sci. Publ., Hackensack, NJ, s. 54–76. DOI MR
49. Benjamin A. Burton; Joachim H. Rubinstein; Stephan Tillmann (2012). The Weber-Seifert dodecahedral space is non-Haken. Transactions of the American Mathematical Society 364(2), s. 911–932. DOI MR
50. Alexander Stoimenow (2011). Coefficients and non-triviality of the Jones polynomial.. Journal für die reine und angewandte Mathematik 657(1), s. 1–55.
51. Józef H. Przytycki (2011). From Goeritz matrices to quasi-alternating links. w: The mathematics of knots, Contrib. Math. Comput. Sci., tom 1, Springer, Heidelberg, s. 257–316. DOI MR
52. Peter B. Kronheimer; Tomasz S. Mrowka (2011). Khovanov homology is an unknot-detector. Publications Mathématiques. Institut de Hautes Études Scientifiques 113(1), s. 97–208. DOI MR
53. Youngsik Huh; Seungsang Oh (2011). An upper bound on stick number of knots. Journal of Knot Theory and its Ramifications 20(5), s. 741–747. DOI MR
54. Joshua E. Greene; Stanislav Jabuka (2011). The slice-ribbon conjecture for 3-stranded pretzel knots. American Journal of Mathematics 133(3), s. 555–580. DOI MR
55. Juan González-Meneses (2011). Basic results on braid groups. Annales Mathématiques Blaise Pascal 18(1), s. 15–59. DOI MR
56. Alexander Coward; Marc Lackenby (2011). Unknotting genus one knots. Comment. Math. Helv. 86(2), s. 383–399. DOI MR
57. Alexander Stoimenow (2010). Tabulating and distinguishing mutants. International Journal of Algebra and Computation 20(4), s. 525–559. DOI MR
58. Jacob A. Rasmussen (2010). Khovanov homology and the slice genus. Inventiones Mathematicae 182, s. 419–447. DOI
59. Michael Polyak (2010). Minimal generating sets of Reidemeister moves. Quantum Topology 4(1), s. 399–411.
60. Stanislav Jabuka (2010). Rational Witt classes of pretzel knots. Osaka Journal of Mathematics 47(4), s. 977–1027. MR
61. Robert E. Gompf; Martin G. Scharlemann; Abigail Thompson (2010). Fibered knots and potential counterexamples to the property 2R and slice-ribbon conjectures. Geometry &Topology 14(4), s. 2305–2347. DOI MR
62. Nathan M. Dunfield; Stavros Garoufalidis; Alexander Shumakovitch; Morwen B. Thistlethwaite (2010). Behavior of knot invariants under genus 2 mutation. New York Journal of Mathematics 16, s. 99–123. MR
63. Maciej Borodzik; Krzysztof Oleszkiewicz (2010). On the signatures of torus knots. Bulletin of the Polish Academy of Sciences. Mathematics 58(2), s. 167–177. DOI MR
64. Ian Agol (2010). The minimal volume orientable hyperbolic 2-cusped 3-manifolds. Proceedings of the American Mathematical Society 138(10), s. 3723–3732. DOI MR
65. Kouki Taniyama (2009). Unknotting numbers of diagrams of a given nontrivial knot are unbounded. Journal of Knot Theory and its Ramifications 18(8), s. 1049–1063. DOI MR
66. Alexander Stoimenow; Toshifumi Tanaka (2009). Mutation and the colored Jones polynomial. Journal of Gökova Geometry Topology. GGT 3, s. 44–78. MR
67. Maciej Niebrzydowski; Józef H. Przytycki (2009). The quandle of the trefoil knot as the Dehn quandle of the torus. Osaka Journal of Mathematics 46(3), s. 645–659. MR
68. David Gabai; Robert G. Meyerhoff; Peter Milley (2009). Minimum volume cusped hyperbolic three-manifolds. Journal of the American Mathematical Society 22(4), s. 1157–1215. DOI MR
69. Marc Lackenby (2009). The crossing number of composite knots. J. Topol. 2(4), s. 747–768. DOI MR
70. Lluís Bacardit; Warren Dicks (2009). Actions of the braid group, and new algebraic proofs of results of Dehornoy and Larue. Groups. Complexity. Cryptology 1(1), s. 77–129. DOI MR
71. Alexander Stoimenow (2008). Knots of (canonical) genus two. Fundamenta Mathematicae 200(1), s. 1–67. DOI MR
72. Brendan Owens (2008). Unknotting information from Heegaard Floer homology. Advances in Mathematics 217(5), s. 2353–2376. DOI MR
73. Charles Gunn; John M. Sullivan (2008). The Borromean rings: a video about the new IMU logo. w: Bridges Leeuwarden: Mathematics, Music, Art, Architecture, Culture, Tarquin Publications, Londyn, s. 63–70.
74. Paolo Ghiggini (2008). Knot Floer homology detects genus-one fibred knots. American Journal of Mathematics 130(5), s. 1151–1169. DOI MR
75. Paolo Lisca (2007). Lens spaces, rational balls and the ribbon conjecture. Geometry &Topology 11, s. 429–472. DOI MR
76. Dror Bar-Natan (2007). Fast Khovanov homology computations. Journal of Knot Theory and its Ramifications 16(3), s. 243–255. DOI MR
77. Kathryn Brownell; Kaitlyn Oneil; Laura Taalman (2006). Counting $m$-coloring classes of knots and links. Pi Mu Epsilon Journal 12(5), s. 265–278.
78. Takuji Nakamura (2006). On the crossing number of 2-bridge knot and the canonical genus of its Whitehead double. Osaka Journal of Mathematics 43(3), s. 609–623. MR
79. Jonathan A. Hillman; Charles Livingston; Swatee Naik (2006). Twisted Alexander polynomials of periodic knots. Algebraic &Geometric Topology 6, s. 145–169.
80. Tobias J. Hagge (2006). Every Reidemeister move is needed for each knot type. Proceedings of the American Mathematical Society 134(1), s. 295–301. DOI MR
81. Cameron McA. Gordon; John Luecke (2006). Knots with unknotting number 1 and essential Conway spheres. Algebraic &Geometric Topology 6, s. 2051–2116. DOI MR
82. Elsayed A. Elrifai (2006). On stick number of knots and links. Chaos, Solitons &Fractals 27(1), s. 233–236. DOI MR
83. Elizabeth Denne; Yuanan Diao; John M. Sullivan (2006). Quadrisecants give new lower bounds for the ropelength of a knot. Geometry and Topology 10, s. 1–26. DOI MR
84. Alexander Coward (2006). Ordering the Reidemeister moves of a classical knot. Algebraic &Geometric Topology 6, s. 659–671. DOI MR
85. Jeffrey Weeks (2005). Computation of hyperbolic structures in knot theory. w: Handbook of knot theory, Elsevier B. V., Amsterdam, s. 461–480. DOI MR
86. Dirk Vertigan (2005). The computational complexity of Tutte invariants for planar graphs. SIAM Journal on Computing 35(3), s. 690–712. DOI MR
87. Peter Ozsváth; Zoltán Szabó (2005). Knots with unknotting number one and Heegaard Floer homology. Topology. An International Journal of Mathematics 44(4), s. 705–745. DOI MR
88. Alexander Stoimenow (2005). Square numbers, spanning trees and invariants of achiral knots. Communications in Analysis and Geometry 13(3), s. 591–631. MR
89. Yasutaka Nakanishi (2005). A note on unknotting number. II. Journal of Knot Theory and its Ramifications 14(1), s. 3–8. DOI MR
90. Se-Goo Kim; Charles Livingston (2005). Knot mutation: 4-genus of knots and algebraic concordance. Pacific Journal of Mathematics 220(1), s. 87–105. DOI MR
91. Chuichiro Hayashi (2005). The number of Reidemeister moves for splitting a link. Mathematische Annalen 332(2), s. 239–252. DOI MR
92. Jean-Marc Gambaudo; Étienne Ghys (2005). Braids and signatures. Bulletin de la Société Mathématique de France 133(4), s. 541–579. DOI MR
93. Joan S. Birman; Tara E. Brendle (2005). Braids: a survey. w: Handbook of knot theory, Elsevier B. V., Amsterdam, s. 19–103. DOI MR
94. Colin C. Adams (2005). Hyperbolic knots. w: Handbook of knot theory, Elsevier B. V., Amsterdam, s. 1–18. DOI MR
95. Yuanan Diao; Claus Ernst; Xingxing Yu (2004). Hamiltonian knot projections and lengths of thick knots. Topology and its Applications 136(1-3), s. 7–36. DOI MR
96. Oleg J. Viro (2004). Khovanov homology, its definitions and ramifications. Fund. Math. 184, s. 317–342. DOI MR
97. Alexander Stoimenow (2004). On the number of links and link polynomials. The Quarterly Journal of Mathematics. Oxford. Second Series 55?(55?), s. 87–98. MR
98. Alexander Stoimenow (2004). Polynomial values, the linking form and unknotting numbers. Mathematical Research Letters 11(5-6), s. 755–769. DOI MR
99. Stuart Rankin; Ortho Flint; John Schermann (2004). Enumerating the prime alternating knots. I. Journal of Knot Theory and its Ramifications 13(1), s. 57–100. DOI MR
100. Julien Marché (2004). A computation of the Kontsevich integral of torus knots. Algebraic &Geometric Topology 4, s. 1155–1175. DOI MR
101. Louis H. Kauffman; Sofia Lambropoulou (2004). On the classification of rational tangles. Adv. in Appl. Math. 33(2), s. 199–237. DOI MR
102. Agnieszka Janiak-Osajca; Zdzisław Pogoda (2004). Węzły, supły i ułamki. MSN 33, s. 31–35.
103. Yuanan Diao (2004). The additivity of crossing numbers. Journal of Knot Theory and its Ramifications 13(7), s. 857–866. DOI MR
104. Peter Ozsváth; Zoltán Szabó (2003). Knot Floer homology and the four-ball genus. Geometry and Topology 7, s. 615–639. DOI MR
105. Alexander Stoimenow (2003). Positive knots, closed braids and the Jones polynomial. Annali della Scuola Normale Superiore di Pisa. Classe di Scienze. Serie V 2(2), s. 237–285. MR
106. Jennifer Schultens (2003). Additivity of bridge numbers of knots. Math. Proc. Cambridge Philos. Soc. 135(3), s. 539–544. DOI MR
107. Peter Ozsváth; Zoltán Szabó (2003). Heegaard Floer homology and alternating knots. Geometry and Topology 7, s. 225–254. DOI MR
108. Miguel Dionísio; Pedro Lopes (2003). Quandles at finite temperatures. II. Journal of Knot Theory and its Ramifications 12(8), s. 1041–1092. DOI MR
109. Shalom Eliahou; Louis H. Kauffman; Morwen B. Thistlethwaite (2003). Infinite families of links with trivial Jones polynomial. Topology. An International Journal of Mathematics 42(1), s. 155–169. DOI MR
110. Yuanan Diao (2003). The lower bounds of the lengths of thick knots. Journal of Knot Theory and its Ramifications 12(1), s. 1–16. DOI MR
111. James J. Tripp (2002). The canonical genus of Whitehead doubles of a family torus knots. Journal of Knot Theory and its Ramifications 11(8), s. 1233–1242. DOI MR
112. Alexander Stoimenow (2002). Branched cover homology and $\mathbb Q$ evaluations. Osaka Journal of Mathematics 39(1), s. 13–21. MR
113. Alexander Stoimenow (2002). On the crossing number of positive knots and braids and braid index criteria of Jones and Morton-Williams-Franks. Transactions of the American Mathematical Society 354(10), s. 3927–3954. DOI MR
114. Tomotada Ohtsuki (2002). Problems on invariants of knots and 3-manifolds. w: Invariants of knots and 3-manifolds (Kyoto, 2001), Geom. Topol. Monogr., tom 4, Geom. Topol. Publ., Coventry, s. 377–572. DOI MR
115. Vassily O. Manturov (2002). A combinatorial representation of links by quasitoric braids. European Journal of Combinatorics 23(2), s. 207–212. DOI MR
116. Daan Krammer (2002). Braid groups are linear. Annals of Mathematics. Second Series 155(1), s. 131–156. DOI MR
117. William Gibson; Masaharu Ishikawa (2002). Links and Gordian numbers associated with generic immersions of intervals. Topology and its Applications 123(3), s. 609–636. DOI MR
118. Mieczysław K. Dąbkowski; Józef H. Przytycki (2002). Burnside obstructions to the Montesinos–Nakanishi 3–move conjecture. Geometry and Topology 6, s. 355–360.
119. Jason Cantarella; Robert B. Kusner; John M. Sullivan (2002). On the minimum ropelength of knots and links. Inventiones Mathematicae 150(2), s. 257–286. DOI MR
120. Joan S. Birman; William W. Menasco (2002). On Markov's theorem. Journal of Knot Theory and its Ramifications 11(3), s. 295–310. Knots 2000 Korea, Vol. 1 (Yongpyong) DOI MR
121. Dror Bar-Natan (2002). On Khovanov's categorification of the Jones polynomial. Algebraic &Geometric Topology 2, s. 337–370. DOI MR
122. Don Zagier (2001). Vassiliev invariants and a strange identity related to the Dedekind eta-function. Topology. An International Journal of Mathematics 40(5), s. 945–960. DOI MR
123. Morwen B. Thistlethwaite (2001). Links with trivial Jones polynomial. Journal of Knot Theory and its Ramifications 10(4), s. 641–643. DOI MR
124. Alexander Stoimenow (2001). On finiteness of Vassiliev invariants and a proof of the Lin-Wang conjecture via braiding polynomials. Journal of Knot Theory and its Ramifications 10(5), s. 769–780. Knots in Hellas '98, Vol. 3 (Delphi) DOI MR
125. Alexander Stoimenow (2001). Some examples related to 4-genera, unknotting numbers and knot polynomials. Journal of the London Mathematical Society. Second Series 63(2), s. 487–500. DOI MR
126. Michael Polyak; Oleg J. Viro (2001). On the Casson knot invariant. Journal of Knot Theory and its Ramifications 10(5), s. 711–738. Knots in Hellas '98, Vol. 3 (Delphi) DOI MR
127. Olof P. Östlund (2001). Invariants of knot diagrams and relations among Reidemeister moves. Journal of Knot Theory and its Ramifications 10(8), s. 1215–1227. DOI MR
128. Chun Cao; Robert G. Meyerhoff (2001). The orientable cusped hyperbolic $3$-manifolds of minimum volume. Inventiones Mathematicae 146(3), s. 451–478. DOI MR
129. Jorge A. Calvo (2001). Geometric knot spaces and polygonal isotopy. Journal of Knot Theory and its Ramifications 10(2), s. 245–267. Knots in Hellas '98, Vol. 2 (Delphi) DOI MR
130. Stephen J. Bigelow (2001). Braid groups are linear. Journal of the American Mathematical Society 14(2), s. 471–486. DOI MR
131. Hitoshi Murakami; Akira Yasuhara (2000). Four-genus and four-dimensional clasp number of a knot. Proceedings of the American Mathematical Society 128(12), s. 3693–3699. DOI MR
132. Alexander Stoimenow (2000). Rational knots and a theorem of Kanenobu. Experimental Mathematics 9(3), s. 473–478. MR
133. Daan Krammer (2000). The braid group $B_4$ is linear. Inventiones Mathematicae 142(3), s. 451–486. DOI MR
134. Mikhail Khovanov (2000). A categorification of the Jones polynomial. Duke Math. J. 101(3), s. 359–426. DOI MR
135. Oliver T. Dasbach (2000). On the combinatorial structure of primitive Vassiliev invariants. III. A lower bound. Communications in Contemporary Mathematics 2(4), s. 579–590. DOI MR
136. Béla Bollobás; Oliver Riordan (2000). Linearized chord diagrams and an upper bound for Vassiliev invariants. Journal of Knot Theory and its Ramifications 9(7), s. 847–853. DOI MR
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