関連資料一覧：（本学所蔵）
選択行を：
| 資料名 | 所在 |
| 1 | 2-knots and their groups / Jonathan Hillman. -- Cambridge University Press, 1989. -- (Australian Mathematical Society lecture series ; 5). | 理数学 415.7:H |
| 2 | Applications of knot theory : American Mathematical Society Short Course, January 4-5, 2008, San Diego, California / Dorothy Buck, Erica Flapan, editors. -- American Mathematical Society, c2009. -- (Proceedings of symposia in applied mathematics ; v. 66). | 理数学 415.7:B |
| 3 | Braid and knot theory in dimension four / Seiichi Kamada. -- American Mathematical Society, c2002. -- (Mathematical surveys and monographs ; v. 95). | 理数学 415.7:K |
| 4 | Braid group, knot theory and statistical mechanics / editors, C.N. Yang, M.L. Ge ; [1] : hard, [1] : pbk, 2 : hard. -- World Scientific, c1989-1994. -- (Advanced series in mathematical physics / editor-in-charge, D.H. Phong, S.-T. Yan ; v. 9, 17). | 図書館(書庫) 421.5:B
理数学 421.5:B
理物理学 421.5:B |
| 5 | Braids, links, and mapping class groups : based on lecture notes by James Cannon / by Joan S. Birman. -- Princeton University Press, . -- (Annals of mathematics studies ; no. 82). | 理数学 415.7:B |
| 6 | The classification of knots and 3-dimensional spaces / Geoffrey Hemion ; : hardback. -- Oxford University Press, 1992. -- (Oxford science publications). | 理数学 415.7:H |
| 7 | Complexity : knots, colourings and counting / D.J.A. Welsh. -- Cambridge University Press, 1993. -- (London Mathematical Society lecture note series ; 186). | 理数学 414.7:W |
| 8 | Energy of knots and conformal geometry / Jun O'Hara. -- World Scientific, c2003. -- (Series on knots and everything ; v. 33). | 理数学 415.7:O |
| 9 | Functorial knot theory : categories of tangles, coherence, categorical deformations, and topological invariants / David N. Yetter. -- World Scientific, c2001. -- (Series on knots and everything ; v. 26). | 理数学 415.7:Y |
| 10 | Gauge fields, knots and gravity / John Baez, Javier P. Muniain ; , : pbk. -- World Scientific, c1994. -- (Series on knots and everything ; vol. 4). | 理数学 421.5:B |
選択行を：
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