Indexed Papers

Q_ST(z) := zf'(z)/f(z) Q_CV(z) := 1 + zf''(z)/f'(z) Q_SD(z) := z^2 ((f''(z)/f'(z))' − (f''(z)/f'(z))^2/2) (Schwarzian derivative) starlike radius-problem Sebastian

3 theorems Janowski starlike starlike/convex of order strongly starlike starlike radius-problem Sebastian

4 theorems Janowski starlike close-to-convex strongly starlike starlike radius-problem Sebastian

8 theorems Janowski starlike close-to-convex strongly starlike starlike radius-problem Sebastian

8 theorems H(D^n, C^n) = set of all holomorphic mappings f : D^n → C^n S(D^n) = set of all univalent f ∈ H(D^n, C^n) with f(0) = 0 and Df(0) = I_n M(D^n) = {h ∈ H(D^n, C^n) | h(0) = 0, Dh(0) = −I_n, Re(h_j(z)/z_j) ≤ 0 when ‖z‖∞ = |z_j| > 0} starlike radius-problem Sebastian