Univalent Functions, כרך 2

a₁ assume b₁ B₁(M b₂ bounded functions C₁ CC(a close-to-convex coefficients conjecture convex function curve CV(a CV(p defined disk Eenigenburg Equality occurs equation extremal function Fa(z Fejér fixed func functions f(z ƒ and g Ga(z gives Goluzin Hence inequality integral inverse function Ix(r Kirwan Koebe domain Koebe function least positive root left Germany Lemma Let f(z Lewandowski Libera linear-invariant family Littlewood's conjecture Loewner MacGregor meromorphic functions nondecreasing obtain Problem proof of Theorem Prove Theorem R₁ radius re¹ regular regular in E replaced Robertson Rogosinski satisfies the conditions SB₁(M set of functions sharp bound sharp upper bound Singh ST(a ST(p starlike functions subset Suppose that f(z Theorem 14 Theorem 20 tions univalent functions univalent in E zeros ακ