The twisted Alexander polynomial for finite abelian covers over three   manifolds with boundary
  We provide the twisted Alexander polynomials of finite abelian covers over three-dimensional manifolds whose boundary is a finite union of tori. This is a generalization of a well-known formula for the usual Alexander polynomial of knots in finite cyclic branched covers over the three-dimensional sphere. 
J\'er\^ome Dubois and Yoshikazu Yamaguchi
math.GT