[1] Ali R M. Coefficients of the inverse of strongly starlike functions. Bull Malays Math Sci Soc, 2003, 26: 63-71 [2] Ali R M, Jain R N K, Ravichandran V. Radii of starlikeness associated with the lemniscate of Bernoulli and the left-half plane. Appl Math Comp, 2012, 218: 6557-6565 [3] Banga S, Kumar S S. The sharp bounds of the second and third Hankel determinants for the class $\mathcal{SL}^{\ast }$. Math Slovaca, 2020, 70: 849-862 [4] Bano K, Raza M. Starlike functions associated with cosine functions. Bull Iran Math Soc, 2021, 47: 1513-1532 [5] Cho N E, Kumar V, Kumar S S, Ravichandran V. Radius problems for starlike functions associated with the sine function. Bull Iran Math Soc, 2019, 45: 213-232 [6] Choi J H, Kim Y C, Sugawa T. A general approach to the Fekete-Szegö problem. J Math Soc Japan, 2007, 59: 707-727 [7] Goel P, Kumar S S. Certain class of starlike functions associated with modified sigmoid function. Bull Malays Math Sci Soc, 2020, 43: 957-991 [8] Janowski W. Extremal problems for a family of functions with positive real part and for some related families. Ann Polon Math, 1970, 23: 159-177 [9] Kanas S, Masih V S. On the behaviour of analytic representation of the generalized Pascal snail. Anal Math Phy, 2021, 11: 1-27 [10] Kargar R, Ebadian A, Sokół J. On Booth lemniscate and starlike functions. Anal Math Phys, 2019, 9: 143-154 [11] Kumar S S, Arora K. Starlike functions associated with a petal shaped domain. Bull Korean Math Soc, 2022, 59: 993-1010 [12] Kumar S S, Gangania K. A cardioid domain and starlike functions. Anal Math Phy, 2021, 11: 1-34 [13] Kumar S S, Khan M G, Ahmad B, Mashwani W K.A class of analytic functions associated with sine hyperbolic functions. arXiv: 2011.04875 [14] Kowalczyk B, Lecko A, Sim Y J. The sharp bound of the Hankel determinant of the third kind for convex functions. Bull Austr Math Soc, 2018, 97: 435-445 [15] Kowalczyk B, Lecko A, Lecko M, Sim Y J. The sharp bound of the third Hankel determinant for some classes of analytic functions. Bull Korean Math Soc, 2018, 55: 1859-1868 [16] Kwon O S, Lecko A, Sim Y J. The bound of the Hankel determinant of the third kind for starlike functions. Bull Malays Math Sci Soc, 2019, 42: 767-780 [17] Kwon O S, Lecko A, Sim Y J. On the fourth coefficient of functions in the Carathéodory class. Comput Methods Funct Theory, 2018, 18: 307-314 [18] Lecko A, Sim Y J, Smiarowska B. The sharp bound of the Hankel determinant of the third kind for starlike functions of order 1/2. Complex Anal Oper Theory, 2019, 13: 2231-2238 [19] Libera R J, Zlotkiewicz E J. Early coefficients of the inverse of a regular convex functions. Proc Amer Math Soc, 1982, 85: 225-230 [20] Ma W, Minda D.A unified treatment of some special classes of univalent functions//Li Z, Ren F, Yang L, Zhang S. Proceeding of the Conference on Complex Analysis. Boston: Int Press, 1994: 157-169 [21] Malik S N, Raza M, Sokół J, Zainab S. Analytic functions associated with cardioid domain. Turk J Math, 2020, 44: 1127-1136 [22] Masih V S, Kanas S. Subclasses of starlike and convex functions associated with the limaçon domain. Symmetry2020, 12: 1-11 [23] Mendiratta R, Nagpal S, Ravichandran V. A subclass of starlike functions associated with left-half of the lemniscate of Bernoulli. Int J Math2014, 25: 1-17 [24] Mendiratta R, Nagpal S, Ravichandran V. On a subclass of strongly starlike functions associated with exponential function. Bull Malays Math Sci Soc, 2015, 38: 365-386 [25] Nehari Z. Conformal Mapping.New York: McGraw-Hill Inc, 1952 [26] Pommerenke C. On the coefficients and Hankel determinants of univalent functions. J London Math Soc, 1966, 14: 111-122 [27] Raina R K, Sokół J. On coefficient for certain class of starlike functions. Hacettepe J Math Stat, 2015, 44: 1427-1433 [28] Ravichandran V, Verma S. Bound for the fifth coefficient of certain starlike functions. C R Math, 2015, 2015, 353: 505-510 [29] Ravichandran V, Ronning F, Shanmugam T N. Radius of convexity and radius of starlikeness for some classes of analytic functions. Compl Var Elli Equ, 1997, 33: 265-280 [30] Riaz A, Raza M, Thomas D K. Hankel determinants for starlike and convex functions associated with sigmoid functions. Forum Math, 2022, 34: 137-156 [31] Shah G M. On the univalence of some analytic functions. Pacific J Math, 1972, 43: 239-250 [32] Sharma K, Jain N K, Ravichandran V. Starlike functions associated with a cardioid. Afr Math, 2016, 27: 923-939 [33] Sokół J. Radius problems in the class $\mathcal{SL}^{\ast }$. Appl Math Comput, 2009, 214: 569-573 [34] Sokół J, Stankiewicz J. Radius of convexity of some subclasses of strongly starlike functions. Zeszyty Nauk Politech Rzeszowskiej Mat, 1996, 19: 101-105 [35] Ullah K, Srivastava H M, Rafiq A, et al. A study of sharp coefficient bounds for a new subfamily of starlike functions. J Inequal Appl, 2021, 2021: Art 194 [36] Wani L A, Swaminathan A. Starlike and convex functions associated with nephroid domain. Bull Malays Math Sci Soc, 2021, 44: 79-104 [37] Yunus Y, Halim S A, Akbarally A B. Subclass of starlike functions associated with a limaçon. AIP Conf Proc, 2018, 1974: 030023 |