AbstractIt is proven that the Taylor series of functions holomorphic in C∞∖{1} generically have certain universality properties on small sets outside the unit disk. Moreover, it is shown that such sets necessarily are polar sets
We link the overconvergence properties of certain Taylor series in the unit disk to the maximality ...
We are interested in functions analytic in the unit disc D of the complex plane C with a wild behavi...
peer reviewedIt is known that, generically, Taylor series of functions holomorphic in a simply conne...
AbstractIt is proven that the Taylor series of functions holomorphic in C∞∖{1} generically have cert...
peer reviewedIt is proven that the Taylor series of functions holomorphic in $\C_{\infty} \setminus ...
In this note, the universality of a sequence of operators associated to the partial sums of the Tayl...
AbstractWe prove that there exist universal Taylor series -in the sense of Nestoridis- in the comple...
It is known that, for any simply connected proper subdomain Ω of the complex plane and any point ζ i...
Let Ω be a simply connected proper subdomain of the complex plane and z0 be a point in Ω. It is know...
A holomorphic function on a planar domain Ω is said to possess a universal Taylor series about a poi...
It is proved that there are large vector spaces of functions in the disc algebra for which every non...
AbstractLet Ω be a simply connected proper subdomain of the complex plane and z0 be a point in Ω. It...
Beise, T. Meyrath and J. Müller It is known that, generically, Taylor series of functions holomorph...
A holomorphic function f on a simply connected domain Ω is said to possess a universal Taylor series...
Let $ f$ be a holomorphic function on the unit disc, and let $ (S_{n_{k}})$ be a subsequence of its ...
We link the overconvergence properties of certain Taylor series in the unit disk to the maximality ...
We are interested in functions analytic in the unit disc D of the complex plane C with a wild behavi...
peer reviewedIt is known that, generically, Taylor series of functions holomorphic in a simply conne...
AbstractIt is proven that the Taylor series of functions holomorphic in C∞∖{1} generically have cert...
peer reviewedIt is proven that the Taylor series of functions holomorphic in $\C_{\infty} \setminus ...
In this note, the universality of a sequence of operators associated to the partial sums of the Tayl...
AbstractWe prove that there exist universal Taylor series -in the sense of Nestoridis- in the comple...
It is known that, for any simply connected proper subdomain Ω of the complex plane and any point ζ i...
Let Ω be a simply connected proper subdomain of the complex plane and z0 be a point in Ω. It is know...
A holomorphic function on a planar domain Ω is said to possess a universal Taylor series about a poi...
It is proved that there are large vector spaces of functions in the disc algebra for which every non...
AbstractLet Ω be a simply connected proper subdomain of the complex plane and z0 be a point in Ω. It...
Beise, T. Meyrath and J. Müller It is known that, generically, Taylor series of functions holomorph...
A holomorphic function f on a simply connected domain Ω is said to possess a universal Taylor series...
Let $ f$ be a holomorphic function on the unit disc, and let $ (S_{n_{k}})$ be a subsequence of its ...
We link the overconvergence properties of certain Taylor series in the unit disk to the maximality ...
We are interested in functions analytic in the unit disc D of the complex plane C with a wild behavi...
peer reviewedIt is known that, generically, Taylor series of functions holomorphic in a simply conne...
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