چكيده لاتين :
The solvability of (DELTA) operator in a class of hypo-analytic manifolds in complex dimension 2 is
studied. Suitable weighted L^2 spaces are introduced for establishing an a priori inequality. The
regularity of the solutions is shown by using a theory of degenerate elliptic oyerators, developed
by Grusin and Visik. The theorem obtained is a degenerate version for the (DELTA) problem in strictly
pseudo-convex domains.
