Journal of the Ramanujan Mathematical Society

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On Complex Harmonic Typically-Real Functions


Affiliations
1 Department of Mathematics, University of Lodz, UL. S. Banacha 22 90-238 Lodz, Poland
     

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A function J = u +iv defined in the domain D ⊂C is harmonic in D if u,v arc real harmonic. In any simply connected D, the function / = h + g where h, g ware analytic in D. In this article we consider the properties of several classes of functions harmonic and typically-real in the unit disk.
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  • On Complex Harmonic Typically-Real Functions

Abstract Views: 199  |  PDF Views: 0

Authors

Z. J. Jakubowski
Department of Mathematics, University of Lodz, UL. S. Banacha 22 90-238 Lodz, Poland
W. Majhrzak
Department of Mathematics, University of Lodz, UL. S. Banacha 22 90-238 Lodz, Poland
K. Skalska
Department of Mathematics, University of Lodz, UL. S. Banacha 22 90-238 Lodz, Poland

Abstract


A function J = u +iv defined in the domain D ⊂C is harmonic in D if u,v arc real harmonic. In any simply connected D, the function / = h + g where h, g ware analytic in D. In this article we consider the properties of several classes of functions harmonic and typically-real in the unit disk.