Tatsuya TSUKAMOTO Department of Mathematics

Osaka Institute of Technology

Asahi, Osaka 535-8585, Japan

Email:

Research Papers

21 Simple-ribbon fusions on non-split links J. Knot Theory Ramifications(2017) 1741005 (15 pages) with K.Kishimoto, T.Shibuya 20 Simple ribbon fusions and genera of links J. Math. Soc. Japan(2016) 1033-1045 with K.Kishimoto, T.Shibuya 19 Simple ribbon moves and primeness of knots Tokyo Journal of Mathematics(2013) 147-161 with T.Shibuya 18 Simple ribbon moves for links Osaka Journal of Mathematics(2014) 545-571 with K.Kobayashi, T.Shibuya 17 On non-self local moves J. Knot Theory Ramifications(2012) 1250055 (9 pages) with Y.Nakanishi, T.Shibuya, A.Yasuhara 16 Self delta-equivalence of algebraically split links Mem. Osaka Inst. Tech. Ser. A(2011) no.1 25-31 with T.Shibuya 15 On attendant graph of simple ribbon moves for links Mem. Osaka Inst. Tech. Ser. A(2011) no.1 19-23 with T.Shibuya 14 Self pass-equivalence of Z2-algebraically split links Mem. Osaka Inst. Tech. Ser. A(2010) no.1 25-28 with T.Shibuya 13 Homotopy, Delta-equivalence and concordance for knots in the complement of a trivial link Topology Appl.(2010) 1215-1227 with T.Fleming, T.Shibuya, and A.Yasuhara 12 Self delta-equivalence of links obtained by product fusions Mem. Osaka Inst. Tech. Ser. A(2009) no.2 1-8 with T.Shibuya 11 Free self delta-triviality of delta-split links J. Knot Theory Ramifications(2009) 1539-1549 with Y.Nakanishi and T.Shibuya 10 The almost alternating diagrams of the trivial knot J. Topology(2009) 77-104 09 A factorization of the Conway polynomial and covering linkage invariants J. Knot Theory Ramifications(2007) 631-640 with A.Yasuhara 08 A criterion for almost alternating links to be non-splittable Math. Proc. Cambridge Philos. Soc.(2004) 109-133 07 The fourth skein module and the Montesinos-Nakanishi conjecture for 3-algebraic links J. Knot Theory Ramificationsã€€(2001) 959-982 with J.H.Przytycki 06 Clasp-pass move and Vassiliev invariant of type three for knots Proc. Amer. Math. Soc.(2000) 1859-1867 05 On Habiro's C_n-moves and Vassiliev invariants J. Knot Theory Ramifications(1999) 15-26 with Y.Ohyama 04 Any knot is inevitable in a regular projection of a planar graph J. Combin. Theory, Ser. B(1998) 161-180 03* A note on triviality and splittability of almost alternating links Proceedings of the Fifth KJSKL(1997) 327-339 02 Note on spatial graphs with good drawings Proceedings of Knots 96(1997) 91-98 with S.Negami 01 Knot-inevitable projections of planar graphs J. Knot Theory Ramifications(1996) 877-883 with K.Taniyama (papers with * are not refereed)