4 citations · 9 across the 5 of their papers we have counts for
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Paley-Wiener theorems for slice monogenic functions
Yanshuai Hao, Pei Dang, Weixiong Mai
In this paper, we prove some Paley-Wiener theorems for function spaces consisting of slice monogenic functions such as Paley-Wiener, Hardy and Bergman spaces. As applications, we c…
Hilbert Boundary Value Problems for Hyper Monogenic Functions on The Hyperplane
Pei Dang, Jinyuan Du, Tao Qian
This paper systematically studies Hilbert boundary value problems for hyper monogenic functions on the hyperplane for the solutions being of any integer orders at the infinity, whe…
Hilbert Transformation and Group
Pei Dang, Hua Liu, Tao Qian
In this paper we study symmetry properties of the Hilbert transformation of several real variables in the Clifford algebra setting. In order to describe the symmetry properties we…
Hilbert Transformation and Representation of ax+b Group
Pei Dang, Hua Liu, Tao Qian
In this paper we study the Hilbert transformations over and from the viewpoint of symmetry. For a linear operator over commuta…
Hardy-Hodge Decomposition of Vector Fields in
Laurent Baratchart, Pei Dang, Tao Qian
We prove that a -valued vector field on IR n is the sum of the traces of two harmonic gradients, one in each component of , and of a -valued divergenc…