Antti Rasila

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math.CV2026

Zygmund type spaces of harmonic functions on the real unit ball

Xi Fu, Antti Rasila, Xiaoqiang Xie

In this paper, we obtain several characterizations of harmonic Zygmund type spaces on the real unit ball $B$ of $R^{n}$ . First, we characterize the harmonic Zygmund…

math.CV2025

Properties for ( $α, β$ )-harmonic functions

Jinjing Qiao, Jiale Chang, Antti Rasila

We investigate properties of ( $α, β$ )-harmonic functions. First, we discuss the coefficient estimates for ( $α, β$ )-harmonic functions. In particular, we obtain Heinz's inequality for…

Zygmund type spaces of harmonic functions on the real unit ball

Properties for (α,β)-harmonic functions

Properties for ( $α, β$ )-harmonic functions