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, 1992 Zur Harmonik Joseph Suders. - In: Tractatus de musica Bavariae : Festschr. Alexander L. Suder zum 65. Geburtstag / hrsg. von Günther Weiß. - Tutzing : Schneider, 1992. - S.
Krautwurst, Franz
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Meromorf harmonik fonksiyonlar
2008This work consists of three chapters. In the first chapter, basic definitions and theorems, which will be used in other chapters are given. Furthermore, the class H S of sense preserving univalent harmonic functions f = h + g normalized by h(0) = g(0) = h′(0) −1 = 0, where h and g are analytic on the unit disk, and fundamental properties of its ...
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1995
4 This work consists of three chapters. In the first chapter the class Sh of univalent, sense preserving,harmonic functions normalized by f(0)=f^(0)-1=0, and the basic prop-erties of its subclasses are worked. An upper bound for |b | — 2 in terms of |a | is obtained where f=h+geS , h(z)=z+a z +. . . 2H2 and g(z)=biz+bzz2+. . .
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4 This work consists of three chapters. In the first chapter the class Sh of univalent, sense preserving,harmonic functions normalized by f(0)=f^(0)-1=0, and the basic prop-erties of its subclasses are worked. An upper bound for |b | — 2 in terms of |a | is obtained where f=h+geS , h(z)=z+a z +. . . 2H2 and g(z)=biz+bzz2+. . .
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2009
This work is mainly based on real and complex harmonic functions which are taken an important place in the real and complex analysis and which have many application areas on science and engineering. In the first section of our study, the basic definitions and theorems which will be used in the other parts were given without proof.
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This work is mainly based on real and complex harmonic functions which are taken an important place in the real and complex analysis and which have many application areas on science and engineering. In the first section of our study, the basic definitions and theorems which will be used in the other parts were given without proof.
openaire +1 more source