Big-planes, Boundaries And Function Algebras

Treated In This Volume Are Selected Topics In Analytic &ggr;-almost-periodic Functions And Their Representations As &ggr;-analytic Functions In The Big-plane; N-tuple Shilov Boundaries Of Function Spaces, Minimal Norm Principle For Vector-valued Functions And Their Applications In The Study Of Vector-valued Functions And N-tuple Polynomial And Rational Hulls. Applications To The Problem Of Existence Of N-dimensional Complex Analytic Structures, Analytic &ggr;-almost-periodic Structures And Structures Of &ggr;-analytic Big-manifolds Respectively In Commutative Banach Algebra Spectra Are Also Discussed.