Interpolation in the spaces Np (1 < p < ∞)

Romeo Mestrovic, Jela Susic
2013 Filomat  
For p > 1 the Privalov space N p consists of all holomorphic functions f on the open unit disk D for which sup 0≤r<1 ∫ 2π 0 We study the interpolation problems for the spaces N p . Our results and methods are similar to those obtained by N. Yanagihara in [24] for the Smirnov class N + .
doi:10.2298/fil1302291m fatcat:5ltkmjw5a5azrdlqc76oyiqd7e