%0 Journal Article
%T On the Alexander polynominals of alternating two-component links
%A Mark E. Kidwell
%J International Journal of Mathematics and Mathematical Sciences
%D 1979
%I Hindawi Publishing Corporation
%R 10.1155/s0161171279000211
%X Let L be an alternating two-component link with Alexander polynomial    ¡±(x,y). Then the polynomials (1 ¡é   ¡¯x)   ¡±(x,y) and (1 ¡é   ¡¯y)   ¡±(x,y) are alternating. That is, (1 ¡é   ¡¯y)   ¡±(x,y) can be written as  ¡é   ¡®i,jcijxiyj in such a way that ( ¡é   ¡¯1)i+jcij ¡é ¡ë £¤0.
%K alternating link projection
%K Alexander matrix and polynomial
%K adjacency matrix
%K rooted tree.
%U http://dx.doi.org/10.1155/S0161171279000211