Pluripolar graphs are holomorphic

Finally in Section 6 we investigate the boundary behavior in a fixed boundary point of a normal function defined on a convex bounded domain in a complex Banach

We prove that continuity properties of bounded analytic functions in bounded smoothly bounded pseudoconvex domains in two-dimensional affine space are determined by their behaviour

The preceding proof does not use the fact that F is algebraically closed and thus theorem 7.21 remains true when F is any perfectoid field with algebraically closed residue field..

domains of finite type, Hardy spaces, Hardy-Sobolev spaces, maximal functions, area integrals, Fefferman-Stein Theory, complex tangential derivatives.. The author would like to

This short contribution presents the first paper in which Vapnik and Chervonenkis describe the foundations of the Statistical Learning Theory [10].. The original paper was published

Later in [P] Patyi gave an important extension of this to so called l 1 sums offinite dimensional Banach spaces. It is known that in thé latter case thé.. Research partially

In the case of question 1) the situation can be drastically different from the spirit of the result of T. In fact, the proofs of the present article use some of the

IfX is a positive divisor ofD with finite area and the canonical cohomology class ofX in ^^(D.Z) is zero, then there exists a bounded holomorphic function that defines X.. We