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BOUNDEDNESS OF THE BERGMAN TYPE OPERATOR T_(λ,τ,c,k,k′)FROM L^(p)(B_(N),DV_(α))TO L^(Q)(B_(N),DV_(β))
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作者 Xuejun ZHANG Min ZHOU 《Acta Mathematica Scientia》 2026年第2期812-825,共14页
Bergman type operators are closely related to many basic problems on operator theory and function space theory.In this paper,we characterize the boundedness of logarithmic Bergman type operator T_(λτc,k,k′)from L^(... Bergman type operators are closely related to many basic problems on operator theory and function space theory.In this paper,we characterize the boundedness of logarithmic Bergman type operator T_(λτc,k,k′)from L^(p)(B_(n),dv_(α))to L^(q)(B_(n),dv_(β))for some 1≤p,q≤+∞ and real α,β.These results generalize the relevant work of some scholars.At the same time,we partially solve the problem,put forward by Chen et al.in JMAA(2024). 展开更多
关键词 logarithmic Forelli-Rudin type operator weighted Lebesgue space integral estimate boundedness unit ball
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