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In this paper, we introduce two subclasses of analytic and Spiral-like functions and investigate convolution properties, the necessary and sufficient condition, coefficient estimates and inclusion properties for these classes.
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참고문헌 (20)
참고문헌 신청
O. P. Ahuja / 1993 / Families of analytic functions related to Ruscheweyh derivatives and subordinate to convex functions / Yokohama Math. J 41:39~50
V. Arora / 2019 / Successive coefficients for spirallike and related functions / arXiv:1903.10232 [math.CV]
S. S. Bhoosnurmath / 1996 / Subclasses of spirallike functions defined by subordination / J. of Analysis Madras 4:173~183
S. S. Bhoosnurmath / 1997 / Subclasses of spirallike functions defined by Ruschweyh derivatives / Tamkang J. Math 28:59~65
J. H Choi / 2018 / Applications for certain classes of spirallike functions defined by the Srivastava-Attiya operator / APM 8(6):615~623
V. Arora / 2019 / Successive coefficients for spirallike and related functions / arXiv:1903.10232 [math.CV]
S. S. Bhoosnurmath / 1996 / Subclasses of spirallike functions defined by subordination / J. of Analysis Madras 4:173~183
S. S. Bhoosnurmath / 1997 / Subclasses of spirallike functions defined by Ruschweyh derivatives / Tamkang J. Math 28:59~65
J. H Choi / 2018 / Applications for certain classes of spirallike functions defined by the Srivastava-Attiya operator / APM 8(6):615~623
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