3 citations · 4 across the 4 of their papers we have counts for
4 papers
The monodromy conjecture for zeta functions associated to ideals in dimension two
Lise Van Proeyen, Willem Veys
The monodromy conjecture states that every pole of the topological (or related) zeta function induces an eigenvalue of monodromy. This conjecture has already been studied a lot; ho…
Poles of the topological zeta function for plane curves and Newton polyhedra
Ann Lemahieu, Lise Van Proeyen
The local topological zeta function is a rational function associated to a germ of a complex holomorphic function. This function can be computed from an embedded resolution of sing…
The holomorphy conjecture for ideals in dimension two
Ann Lemahieu, Lise Van Proeyen
The holomorphy conjecture predicts that the local Igusa zeta function associated to a hypersurface and a character is holomorphic on whenever the order of the characte…
Poles of the topological zeta function associated to an ideal in dimension two
Lise Van Proeyen, Willem Veys
To an ideal in one can associate a topological zeta function. This is an extension of the topological zeta function associated to one polynomial. But in this case…