References
- 1. J. W. Alexander, Functions which map the interior of the unit circle upon simple regions, The Annal. Math., 17 (1), (1915), 12-22.
- 2. D. Breaz, Certain integral operators on the classes M(βi) and N(βi), J. Inequal. Appl., (2008, Art. I.D. 719354), 1-4.
- 3. D. Breaz and N. Breaz, Two integral operators, Studia Univ. Babes-Bolyai Mathematica, 3(3), Art. I.D. 42, 1-13.
- 4. B. A. Frasin and J. Jahangiri, A new and comprehensive class of analytic functions, Anal. Univ. Ordea Fasc. Math., XV(2008), 59-62.
- 5. B. A. Frasin and M. Darus, On certain analytic univalent functions, Internat.J. Math. and Math. Sci.25, 5, (2001), 305-310.
- 6. B. A. Frasin, A note on certain analytic and univalent functions, Southeast Asian J. Math., 28, (2004), 829-836.
- 7. Y. J. Kim and E. P. Merkes, On an integral of powers of a spiral like function, Kyungpook Math. J., 12, (1972), 249-252.
- 8. E. P. Merkes and D. J. Wright, On the univalence of a certain integral, Proc. Amer. Math. Soc., 27 (1), (1971), 97-100.
- 9. S. S. Miller, Mocanu. P. T., and M. O. Reade, Starlike integral operators, Pacific J. Math., 79 (19), (1978), 157-168.
- 10. Z. Nehari, Conformal mapping, McGraw-Hill Book Comp., New York, 1952.
- 11. S. Owa and H. M. Srivastava, Some generalized convolution properties associated with certain subclasses of analytic functions, 42, (2003), 1-13.
- 12. V. Pescar, On some integral operators which preserve the univalence, J. Math. The Punjab Univ., 30, (1997), 1-10.
- 13. F. Ronning, Integral reprezentations of bounded starlike functions, Ann. Polon. Math., LX(3) ( 1995), 289297.
- 14. V. Singh, On a class of univalent functions, Internat. J. Math. Math. Sci., 23, (2000), 855-857.
- 15. D. Yang and J. Liu, On a class of univalent functions, IJMMS, 22(3), (1999), 605-610.