  We obtain some L2 results for d-bar on forms that vanish to high order on the
singular set of a complex space. As a consequence of our main theorem we obtain
weighted L2-solvability results for compactly supported d-bar closed (p,q)
forms defined on certain relatively compact subdomains of the complex space.
The latter result can be used to give an alternate proof of a theorem of Merker
and Porten.
