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math.CV2014★ 2 cited
Interpolation schemes in weighted Bergman spaces
Daniel H. Luecking
We extend our work on nonseparated interpolating sequences, originally developed for Bergman spaces with weights of the form , to more general weights.
math.CV2014★ 1 cited
Finite unions of interpolating sequences for Hardy spaces
Daniel H. Luecking
A sequence which is a finite union of interpolating sequences for have turned out to be especially important in the study of Bergman spaces. The Blaschke products …
math.CV2014★ 2 cited
Interpolation without Separation in Bergman Spaces
Daniel H. Luecking
Most characterizations of interpolating sequences for Bergman spaces include the condition that the sequence be uniformly discrete in the hyperbolic metric. We show that if the not…