ADMISSIBLE BOUNDARY-VALUES OF BOUNDED HOLOMORPHIC-FUNCTIONS IN WEDGES

If M subset-of C(N) is a generic Cauchy-Riemann manifold and W subset-of C(N) is a wedge domain with edge M, then every bounded holomorphic function on W has an admissible limit at almost every point of M . Moreover, if a holomorphic function f on W has a distribution boundary value (bv f) on M that is a bounded measurable function, then f is bounded on every finer wedge near M , and its admissible limit equals (bv f)(p) at almost every point p is-an-element-of M .