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The following pages link to Maximum of the functional Re\((c_{2k+1} - c_{k+1}^ 2 + \alpha c_{k+1})\) in the class of univalent functions, \(k\)-symmetrical and bounded in the unit circle. II (Q3993750):
Displaying 4 items.
- Maximum of the functional Re\((c_{2k+1} - c_{k+1}^ 2 + \alpha{} c_{k+1})\) in the class of univalent functions, \(k\)-symmetrical and bounded in the unit circle.I (Q3982761) (← links)
- (Q4347736) (← links)
- Deviation of level lines and their orthogonal trajectories under univalent convex maps of the unit disc (Q4734062) (← links)
- A coefficient problem for univalent functions related to two-point distortion theorems (Q5940637) (← links)
