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It has been shown [12] that Weierstrass representations are very useful and suit- able tools for the systematic study of minimal surfaces immersed in n-dimensional spaces.. This
The concept of 2-normed spaces was introduced and studied by Siegfried G¨ah- ler, a German Mathematician who worked at German Academy of Science, Berlin, in a series of paper in
classes of meromorphic functions defined by using the multiplier transformation and hypergeometric function and investigate various inclusion relationships for these subclasses.
In this paper, after presenting a summary of the one-parameter planar homothetic motion on the complex plane given by Kuruo˘glu [1], high ordered velocities, accelerations and poles
Several researchers such as Berinde [3], Jachymski [7], Kada et al [8], Rhoades [13, 14], Rus [16], Wang et al [18] and Zeidler [20] studied the theory of fixed point or common
Vijaya, On certain classes of harmonic functions involving Ruscheweyh derivatives , Bull.. Ruscheweyh, New criteria for univalent functions
Megan, On (h,k)-stability of evolution operators in Banch spaces, Seminarul de Analiza Matematica si Aplicatii in Teoria Controlului, Univer- sitatea de Vest din Timisoara (2009) ,
Seker, Inclusion and neighborhood properties for certain classes of multivalently analytic functions of complex order associated with the convolution structure, Appl. 212
