[1]  姜伯驹. 绳圈的数学. 长沙: 湖南教育出版社, 1978

[2] 周治修. 关于K(A, B) 与K(P_1, P₂, …, P_n) 的多项式不变量的几点注记. 浙江大学学报 (理学版), 2005, 32(1):  21--24

[3]  Robertello R A. An invariant of knot cobordism. Comm Pure Appl Math, 1965, 18: 543--555

[4]  Crowell R H, Fox R H. Introduction to Knot Theory. New York, Heidelberg, Berlin:  Springer-Verlag, 1963

[5]  Kojima S, Yamasaki M. Some new invariants of links. Invent Math, 1979, 54: 213--228

[6]  Jim Hoste. The Arf invariant of a totally proper link. Topology and Its Applications, 1984, 18: 163--177

[7]  Conway J H. An Enumeration of Knots and Links and Some of Their Algebraic Properties. Computational Problems in Abstract Algebra. New York: Pergamon Press, 1970: 329--358

[8]  陶志雄. 2 -邻近纽结的Conway多项式. 浙江大学学报 (理学版), 2005, 32(1): 17--20

[9]  Hitoshi Murakami. A recursive calculation of the Arf invariant of a link. J Math Soc Japan, 1986, 38(2): 335--338

[10]  Jones V F R. A polynomial invariant for knots via von neumann algebras. Bull Amer Math Soc, 1985, 12: 103--111

[11]  Murasugi K.  On the Arf invariant of links. Math Proc Comb Phil Soc, 1984, 95: 95--61

[12]  Gordon C Mca. Problems in Knot theory. Knot Theory Proceedings (Plans-sur-Bex, 1977), Lecture Notes in Math,   1978, 685: 309--311