Rapport sur la théorie classique des noeuds (1ère partie)

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1. [1] R. Bing and J. Martin - Cubes with knotted holes, Trans. A.M.S., 155 (1971), 217-231. Zbl0213.25005MR278287
2. [2] E. Brown and R.. Crowell - Deformation retractions of 3-manifolds into their boundaries, Ann. of Math., 82 (1965), 445-458. Zbl0131.20705MR182012
3. [3] R. Crowell and R. Fox - Knot theory, Ginn and C°, Boston Mass., 1963. MR146828
4. [4] J. Conway and C. Gordon - A group to classify knots, Zbl0304.55001
5. [5] M. Fort (Editor) - Topology of 3-manifolds, Prentice-Hall, 1962. MR141095
6. [6] A. Haefliger - Sphères nouées, Atti della 2a riunione del Groupement des mathématiciens d'expression latine, Firenze, (1961), 139-144. Zbl0144.23001
7. [7] K. Johannson - Equivalences d'homotopie des variétés de dimension 3 , C.R. Acad. Sc. Paris, 281 (1975), 1009-1010. Zbl0313.57003MR391096
8. [8] M. Kervaire - Les noeuds de dimension supérieure, Bull. S.M.F., Paris, 93 (1965), 225-271. Zbl0141.21201MR189052
9. [9] F. Laudenbach - Topologie de la dimension 3 , Astérisque n° 12, S.M.F., Paris, 1974. Zbl0293.57004
10. [10] L. Neuwirth - Knots groups, Ann. of Math. Studies n° 56, Princeton Univ. Press, (1965 
11. [11] L. NEUWIRTH (Editor) - Knots, groups and 3-manifolds, Papers dedicated to the memory of R. H. Fox, Ann. of Math. Studies n° 84, Princeton Univ. Press, (1975 Zbl0299.00029MR368009
12. [12] C. Papakyriakopoulos - On Dehn's lemma and the asphericity of knots, Ann. of Math., 66 (1957), 1-26. Zbl0078.16402MR90053
13. [13] J.-C. Pont - La topologie algébrique des origines à Poincaré, P.U.F., Paris, 1974. Zbl0319.55001MR472374
14. [14] H. Seifert - Schlingknoten, Mat. Zeitsch., 52 (1949), 62-80. Zbl0033.13701MR31732
15. [15] Seifert and Threlfall - Lehrbuch der Topologie, rééd.Chelsea. Zbl0317.54001JFM60.0496.05
16. [16] H. Schubert - Die eindeutige Zerlegbarkeit eines Knotens in Primknoten, Sitzungberichte Heidelberger Akad. Wiss. Math.-Natur Kl., 3 (1949), 57-104. Zbl0031.28602MR31733
17. [17] H. Schubert - Knoten und Vollringe, Acta Math., 90 (1953), 131-286. Zbl0051.40403MR72482
18. [18] J. Simon - An algebraic classification of knots in S3 , Ann. of Math., 97 (1973), 1-13. Zbl0256.55003MR310861
19. [19] F. Waldhausen - On irreducible 3-manifolds which are sufficiently large, Ann. of Math., 87 (1968), 56-88. Zbl0157.30603MR224099
20. [20] J.H.C. Whitehead - On doubled knots, J. London Math. Soc., 12 (1937), 63-71. JFM63.0552.05
21. [21] W. Whitten - Isotopy types of knot spanning surfaces, Topology, 12 (1973), 373-380. Zbl0269.55001MR372842
22. [22] W. Whitten - Algebraic and geometric caracterizations of knots, Inv. Math., 26 (1974), 259-270. Zbl0291.55004MR365548

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