  Let X be a pure n-dimensional (n>1) complex analytic set in C^N with an
isolated singularity at 0. In this paper we express the
L2-(0,q)-d-bar-cohomology groups for all q with 0<q<n+1, of a sufficiently
small deleted neighborhood of the singular point, in terms of resolution data.
We also obtain identifications of the L2-(0,q)-d-bar-cohomology groups of the
smooth points of X in terms of resolution data, when X is either compact or an
open relatively compact complex analytic subset of a reduced complex space with
finitely many isolated singularities.
