In this paper,we provide descriptions of the boundedness and compactness for the Toeplitz operators T;between distinct weighted Bergman spaces L^(p)a(ω_(α))and L^(p)a(ω_(β))for 0<p≤1,q=1,-1<α,β<∞and 0...In this paper,we provide descriptions of the boundedness and compactness for the Toeplitz operators T;between distinct weighted Bergman spaces L^(p)a(ω_(α))and L^(p)a(ω_(β))for 0<p≤1,q=1,-1<α,β<∞and 0<p≤1<q<∞,-1<β≤α<∞,respectively.Part of our results are new even in the unweighted Bergman spaces.展开更多
基金supported by National Natural Science Foundation of China(Grant No.11601296)supported by Natural Science Basic Research Program of Shaanxi(Grant No.2020JM-278).
文摘In this paper,we provide descriptions of the boundedness and compactness for the Toeplitz operators T;between distinct weighted Bergman spaces L^(p)a(ω_(α))and L^(p)a(ω_(β))for 0<p≤1,q=1,-1<α,β<∞and 0<p≤1<q<∞,-1<β≤α<∞,respectively.Part of our results are new even in the unweighted Bergman spaces.
