Chiara de Fabritiis

most citedS-regular functions which preserve a complex slice

9 citations · 14 across the 2 of their papers we have counts for

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math.CV2021★ 5 cited

$*$ -Logarithm for Slice Regular Functions

Amedeo Altavilla, Chiara de Fabritiis

In this paper, we study the (possible) solutions of the equation $exp_{*} (f) = g$ , where $g$ is a slice regular never vanishing function on a circular domain of the quaternions $\ma…

math.CV2018★ 9 cited

S-regular functions which preserve a complex slice

Amedeo Altavilla, Chiara de Fabritiis

We study global properties of quaternionic slice regular functions (also called s-regular) defined on symmetric slice domains. In particular, thanks to new techniques and points of…

∗-Logarithm for Slice Regular Functions

S-regular functions which preserve a complex slice

$*$ -Logarithm for Slice Regular Functions