Some analytic function algebras.- A local characterization of analytic structure in a commutative Banach algebra.- A differential version of a theorem of mergelyan.- Polynomial approximation on thin sets.- On an example of Stolzenberg.- Flat differential operators.- Fiber integration and some applications.- Parametrizing the compact submanifolds of a period matrix domain by a Stein manifold.- Generalizations of Grauert's direct image theorem.- Cohomology of analytic families of differential complexes.- Families of strongly pseudoconvex manifolds.- Extending analytic subvarieties.- On algebraic divisors in ?K.- Problems.

Some analytic function algebras.- A local characterization of analytic structure in a commutative Banach algebra.- A differential version of a theorem of mergelyan.- Polynomial approximation on thin sets.- On an example of Stolzenberg.- Flat differential operators.- Fiber integration and some applications.- Parametrizing the compact submanifolds of a period matrix domain by a Stein manifold.- Generalizations of Grauert's direct image theorem.- Cohomology of analytic families of differential complexes.- Families of strongly pseudoconvex manifolds.- Extending analytic subvarieties.- On algebraic divisors in ?K.- Problems.