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Applied Mathematics and Computation | 2007

On Sakaguchi type functions

Shigeyoshi Owa; Tadayuki Sekine; Rikuo Yamakawa

Abstract Two subclasses S ( α , t ) and T ( α , t ) are introduced concerning with Sakaguchi functions in the open unit disk U . Further, by using the coefficient inequalities for the classes S ( α , t ) and T ( α , t ) , two subclasses S 0 ( α , t ) and T 0 ( α , t ) are defined. The object of the present paper is to discuss some properties of functions belonging to the classes S 0 ( α , t ) and T 0 ( α , t ) .


International Journal of Mathematics and Mathematical Sciences | 2007

On Certain Multivalent Functions

Mamoru Nunokawa; Shigeyoshi Owa; Tadayuki Sekine; Rikuo Yamakawa; Hitoshi Saitoh; Junichi Nishiwaki

Let a#x1D4AE;*(p,α) be the class of functions f(z) which are analytic and p-valently starlike of order α in the open unit disk E. The object of the present paper is to derive an interesting condition for f(z) to be in the class a#x1D4AE;*(p,α).


Applied Mathematics Letters | 1992

AN APPLICATION OF A CERTAIN INTEGRAL OPERATOR

Hitoshi Saitoh; Shigeyoshi Owa; Tadayuki Sekine; Mamoru Nunokawa; Rikuo Yamakawa

Abstract The object of the present paper is to show an application of a certain integral operator for analytic functions in the unit disk.


Computers & Mathematics With Applications | 2004

Geometric properties of solutions of a class of differential equations

Shigeyoshi Owa; Hitoshi Saitoh; H. M. Srivastava; Rikuo Yamakawa


Archive | 2005

Notes on Sakaguchi functions

Shigeyoshi Owa; Tadayuki Sekine; Rikuo Yamakawa


Applied Mathematics Letters | 1992

An application of certain integral operator

Hitoshi Saitoh; Shigeyoshi Owa; Tadayuki Sekine; Mamoru Nunokawa; Rikuo Yamakawa


Archive | 2007

Research Article On Certain Multivalent Functions

Mamoru Nunokawa; Shigeyoshi Owa; Tadayuki Sekine; Rikuo Yamakawa; Hitoshi Saitoh; Junichi Nishiwaki


Archive | 2007

Subordinations and integral means inequalities

Tadayuki Sekine; Shigeyoshi Owa; Rikuo Yamakawa


Archive | 2006

On Sakaguchi type functions(Sakaguchi Functions in Univalent Function Theory and Its Applications)

Shigeyoshi Owa; Tadayuki Sekine; Rikuo Yamakawa


Archive | 2005

Notes on Sakaguchi functions (Coefficient Inequalities in Univalent Function Theory and Related Topics)

Shigeyoshi Owa; Tadayuki Sekine; Rikuo Yamakawa

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