A Note on log (f(z)/z) for f in s.
The Bourgain algebra of the disk algebra A(𝔻) and the algebra QA
It is shown that the Bourgain algebra of the disk algebra A() with respect to is the algebra generated by the Blaschke products having only a finite number of singularities. It is also proved that, with respect to , the algebra QA of bounded analytic functions of vanishing mean oscillation is invariant under the Bourgain map as is .
A theorem on Blaschke quotients.
The basic properties of Bloch functions.
A limit theorem for harmonic functions generated by the Bergman-Whittaker operator
Some Analytic Functions Whose Boundary Values Have Bounded Mean Oscillation.
Analytic Functions with Bounded Mean Oscillation and Logarithms of HP Functions.
Linear spaces and linear-invariant families of locally univalent analytic functions.
Growth estimates for generalized factors of spaces
With φ an inner function and the multiplication operator on a given Hardy space it is known that for any given function f in the Hardy space we may use the Wold decomposition to obtain a factorization of the given f (not the Riesz factorization). This new factorization has been shown to be useful in the study of commutants of Toeplitz operators. We study the smoothness of each factor of this factorization. We show in some cases that the factors lie in the same Hardy space (or smoothness class)...
Positive and oscillatory radial solutions of semilinear elliptic equations.
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