Journal of Mathematical Sciences: Advances and ApplicationsAuthor's: FRANCESC TUGORES and LAIA TUGORES
Pages: [47] - [53]
Received Date: Received July 30, 2011
Submitted by:
This paper deals with two interpolation problems in the unit disc
of the complex plane for sequences in a
Stolz angle. In the first one, bounded sequences are interpolated by
the product of a function in the Lipschitz class on and other one in the space 
thus generalizing a previous result in
which, the function in 
was taken as the derivative of a Blaschke
product. In the second one, bounded sequences are interpolated by a
sum of functions of the mentioned type.
interpolating sequence, uniformly separated, Stolz angle, Lipschitz class.
