3 citations · 4 across the 3 of their papers we have counts for
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Hardy decomposition of higher order Lipschitz classes by polymonogenic functions
Lianet De la Cruz Toranzo, Ricardo Abreu Blaya, Swanhild Bernstein
In this paper we find a decomposition of higher order Lipschitz functions into the traces of a polymonogenic function and solve a related Riemann-Hilbert problem. Our approach lies…
Decomposition of first order Lipschitz functions by Clifford algebra-valued harmonic functions
Lianet De la Cruz Toranzo, Ricardo Abreu Blaya, Swanhild Bernstein
In this paper we solve the problem on finding a sectionally Clifford algebra-valued harmonic function, zero at infinity and satisfying certain boundary value condition related to h…
Polyanalytic Hardy decomposition of higher order Lipschitz functions
Ricardo Abreu Blaya, Lianet De la Cruz Toranzo
This paper is concerned with the problem of decomposing a higher order Lipschitz function on a closed Jordan curve into a sum of two polyanalytic functions in each open domain…