Resumen de The concept of Faber derivative in saturation theory
Let G be a Jordan domain with rectifiable boundary curve. We prove a saturation theorem for Riesz means of Faber series on ͞G in terms of the Faber derivative
Let G be a Jordan domain with rectifiable boundary curve. We prove a saturation theorem for Riesz means of Faber series on ͞G in terms of the Faber derivative
