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      PRODUCT AND CONVOLUTION OF CERTAIN UNIVALENT FUNCTIONS = PRODUCT AND CONVOLUTION OF CERTAIN UNIVALENT FUNCTIONS

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      https://www.riss.kr/link?id=A102509235

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      다국어 초록 (Multilingual Abstract)

      For f<sub>i</sub> belonging to various subclasses of univalent func- tions, we investigate the product given by h(z) =zII _{i=1} ^{n} (f _{i} (z)/z) ^{yi} . The largest radius ½ is determined such that h(½z)=½ is starlike of orderβ, 0 ...

      For f<sub>i</sub> belonging to various subclasses of univalent func- tions, we investigate the product given by h(z) =zII _{i=1} ^{n} (f _{i} (z)/z) ^{yi} . The largest radius ½ is determined such that h(½z)=½ is starlike of orderβ, 0 · β < 1 or to belong to other subclasses of univalent functions. We also determine the sharp radius of starlikeness of order β and other radius for the convolution f ¤ g of two starlike functions f; g.

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      참고문헌 (Reference)

      1 B. A. Uralegaddi, "Univalent functions with positive coefficients" 25 (25): 225-230, 1994

      2 P. L. Duren, "Univalent Functions, GTM 259" Springer 1983

      3 H. Silverman, "Univalence for convolutions" 19 (19): 201-203, 1996

      4 F. Ranning, "Uniformly convex functions and a corresponding class of starlike functions" 118 (118): 189-196, 1993

      5 W. C. Ma, "Uniformly convex functions" 57 (57): 165-175, 1992

      6 R. M. Ali, "Uniformly convex and uniformly starlike functions" 21 (21): 16-30, 2011

      7 N. K. Jain, "Starlike functions associated with a cardioid" 27 (27): 923-939, 2016

      8 S. Owa, "Some generalized convolution properties associated with certain subclasses of analytic functions" 3 (3): 13-, 2002

      9 J. Stankiewicz, "Some extremal problems for the class Sα" 25 : 101-107, 1971

      10 J. Sokol, "Radius problems in the class S¤L" 214 (214): 569-573, 2009

      1 B. A. Uralegaddi, "Univalent functions with positive coefficients" 25 (25): 225-230, 1994

      2 P. L. Duren, "Univalent Functions, GTM 259" Springer 1983

      3 H. Silverman, "Univalence for convolutions" 19 (19): 201-203, 1996

      4 F. Ranning, "Uniformly convex functions and a corresponding class of starlike functions" 118 (118): 189-196, 1993

      5 W. C. Ma, "Uniformly convex functions" 57 (57): 165-175, 1992

      6 R. M. Ali, "Uniformly convex and uniformly starlike functions" 21 (21): 16-30, 2011

      7 N. K. Jain, "Starlike functions associated with a cardioid" 27 (27): 923-939, 2016

      8 S. Owa, "Some generalized convolution properties associated with certain subclasses of analytic functions" 3 (3): 13-, 2002

      9 J. Stankiewicz, "Some extremal problems for the class Sα" 25 : 101-107, 1971

      10 J. Sokol, "Radius problems in the class S¤L" 214 (214): 569-573, 2009

      11 V. Ravichandran, "Radius problems for a class of analytic functions" 39 (39): 67-74, 2006

      12 J. Sokol, "Radius of convexity of some subclasses of strongly starlike functions" (19) : 101-105, 1996

      13 V. Ravichandran, "Radius of convexity and radius of starlikeness for some classes of analytic functions" 33 (33): 265-280, 1997

      14 R. M. Ali, "Radii of starlikeness, parabolic starlikeness and strong starlikeness for Janowski starlike functions with complex parameters" 27 (27): 253-267, 2011

      15 R. M. Ali, "Radii of starlikeness associated with the lemniscate of Bernoulli and the left-half plane" 218 (218): 6557-6565, 2012

      16 R. M. Ali, "Radii of starlikeness and convexity of functions defined by subordination with fixed second coefficients" 26 : 553-561, 2012

      17 A. Gangadharan, "Radii of convexity and strong starlikeness for some classes of analytic functions" 211 (211): 301-313, 1997

      18 H. Silverman, "Products of starlike and convex functions" 29 : 109-116, 1977

      19 M. S. Ganesan, "Products of close-to-starlike and close-to-convex functions" 12 (12): 332-342, 1981

      20 M. Obradovic, "Product of univalent functions" 57 (57): 793-799, 2013

      21 A. W. Goodman, "On uniformly convex functions" 56 (56): 87-92, 1991

      22 R. M. Ali, "On the radius constants for classes of analytic functions" 2 (2): 23-38, 2013

      23 R. M. Ali, "On the largest disc mapped by sum of convex and starlike functions" 2013 : 12-, 2013

      24 E. P. Merkes, "On products of starlike functions" 13 : 960-964, 1962

      25 R. M. Ali, "Convolution of certain analytic functions" 18 : 1-8, 2010

      26 T. N. Shanmugam, "Convolution and differential subordination" 12 (12): 333-340, 1989

      27 Janusz Sokol, "Coffcient Estimates in a Class of Strongly Starlike Functions" 경북대학교 자연과학대학 수학과 49 (49): 349-353, 2009

      28 T. N. Shanmugam, "Certain properties of uniformly convex functions" 5 : 319-324, 1994

      29 W. C. Ma, "A unified treatment of some special classes of univa-lent functions" 157-169, 1992

      30 F. Ranning, "A survey on uniformly convex and uniformly starlike functions" 47 : 123-134, 1993

      31 R. Mendiratta, "A subclass of starlike functions associated with left-half of the lemniscate of Bernoulli" 25 (25): 17-, 2014

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