Let X be a complex analytic manifold, D⊂X a locally
quasi-homogeneous free divisor, E an integrable logarithmic connection with
respect to D and L the local system of the horizontal sections of E on
X−D. In this paper we give an algebraic description in terms of E of the
regular holonomic D-module whose de Rham complex is the intersection complex
associated with L. As an application, we perform some effective computations
in the case of quasi-homogeneous plane curves.Comment: 18 page