@article{1a36a87131c84214b030df2ab5bb3644,
title = "Compact toeplitz operators on weighted harmonic bergman spaces",
abstract = "We consider the Bergman spaces consisting of harmonic functions on the unit ball in ℝn that are square-integrable with respect to radial weights. We will describe compactness for certain classes of Toeplitz operators on these harmonic Bergman spaces.",
author = "Karel Stroethoff",
note = "Funding Information: whenever the ball B(y, r) C B. For - 1 < a < oo let JV'O(A) = (1 - |,v|2){"} t/VU), where V denotes Lebesgue volume measure on R{"}. The harmonic Bergman space b2a(B) is the space of all harmonic functions u which are in L2(B, Va). Integrating (1.1) with respect to /• we obtain The author was partially supported by grants from the Montana University System and the University of Montana. {\textcopyright} 1998 Australian Mathematical Society 0263-6115/98 SA2.00 + 0.00",
year = "1998",
month = feb,
doi = "10.1017/s144678870000135x",
language = "English",
volume = "64",
pages = "136--148",
journal = "Journal of the Australian Mathematical Society",
issn = "1446-7887",
publisher = "Cambridge University Press",
number = "1",
}