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Majorization problems for two subclasses of analytic functions connected with the Liu-Owa integral operator and exponential function.
In the present paper, we investigate majorization properties for the class M β α ( p , γ ) of uniformly starlike functions and the class N β α ( p , θ ) of spiral-like functions related to an exponential function, which are defined through the Liu-Owa integral operator Q β , p α given by (1.5). Also, some special cases of our main results in a form of corollaries are shown.
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