Approximation properties of doubly overconvergent power series
Volume 120 / 2017
Annales Polonici Mathematici 120 (2017), 197-207
MSC: Primary 30K05; Secondary 41A10.
DOI: 10.4064/ap170523-20-11
Published online: 8 December 2017
Abstract
We investigate some approximation properties of doubly universal Taylor series defined on a simply connected domain $\varOmega $. In particular, we study the approximation properties inside $\varOmega $ and the case of doubly overconvergent power series smooth on the boundary.
