A note on an area-type functional of Bloch functions. In this paper we consider an extremal problem for an area-type functional in the space B of
Bloch functions
Coefficients problems for Bloch functions to estimate the values of functionals in the coefficients of
Bloch functions.
A note on an area-type functional of Bloch functions. In this paper we consider an extremal problem for an area-type functional in the space B of
Bloch functions
Analogues to Landau’s Inequality for Nonvanishing Bounded Functions and for Bloch Functions similar inequalities for
Bloch functions and unimodular bounded and nonvanishing functions.
On the sum of squares of the coefficients of Bloch functions of inequalities for weighted sums of the moduli of Taylor coefficients for
Bloch functions are proved.
Coefficient Inequalities for Bloch Functions of the Taylor coefficients of
Bloch functions. We use one of these estimates to prove an inequality of an area
Boundary behavior of the power series of the enlarged Bloch classBoundary behavior of the power series of the enlarged
Bloch class
On Landau’s Type Estimates for Coefficients of Univalent Functions of the first three coefficients for all functions f, such that log f′(z) is bounded with respect to the
Bloch