[1] Dziok J. Characterizations of analytic functions associated with functions of bounded variation. Ann Polon Math, 2013, 109: 199–207

[2] Hallenbeck D J, MacGregor T H. Linear Problems and Convexity Techniques in Geometric Function Theory. Pitman Advanced Publishing Program, Boston, Pitman, 1984

[3] Moulis E J. Generalizations of the Robertson functions. Pacific J Math, 1979, 81: 167–174

[4] Noor K I, Arif M. Mapping properties of an integral operator. Appl Math Lett, 2012, 25(11): 1826–1829

[5] Noor K I, Hussain S. On certain analytic functions associated with Ruscheweyh derivatives and bounded Mocanu variation. J Math Anal Appl, 2008, 340(2): 1145–1152

[6] Nunokawa M. On Bazileviˇc functions of bounded boundary rotation. J Math Soc Japan, 1972, 24: 275–278

[7] Padmanabhan K, Parvatham R. Properties of a class of functions with bounded boundary rotation. Ann Polon Math, 1975, 31: 311–323

[8] Pfaltzgraf J A, Pinchuk B. Constrained extremal problems for classes of meromorphic functions. Bull Amer Math Soc, 1969, 75: 379–383

[9] Paatero V. ¨Uber die konforme Abbildung von Gebieten deren R¨ander von beschr¨ankter Drehung sind. Ann
Acad Sei Fenn Ser A, 1931, 33: 1–79

[10] Pinchuk B. Functions with bounded boundary rotation. Isr J Math, 1971, 10: 7–16

[11] Thomas D K. On the coefficients of functions with bounded boundary rotation. Proc Amer Math Soc, 1972, 36: 123–129