Abstract
The set of bounded point evaluations for $P^{t}(\mu)$ is determined for certain measures $\mu$ supported in the closed unit disk in the complex plane. Here $P^{t}(\mu)$ denotes the closure in L $L^{t}(\mu)$ of the polynomials in $z$.
Citation
Thomas Len Miller. Wayne Smith. Liming Yang. "Bounded point evaluations for certain $P^{t}(\mu)$ spaces." Illinois J. Math. 43 (1) 131 - 150, Spring 1999. https://doi.org/10.1215/ijm/1255985341
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