@article{oai:soar-ir.repo.nii.ac.jp:00012006,
author = {Matsugu, Y and Nagai, S and Ueki, S},
journal = {Journal of the Faculty of Science Shinshu University},
month = {Mar},
note = {Let μ be a holomorphic function in the unit ball B of C^n and φ be a univalent holomorphic self-map of B. We give some sufficient conditions for μ and φ that the weighted composition operator μC_φ is bounded or compact on the Hardy spaces H^p(B) and the weighted Bergman spaces A^p(v_a) (0