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The Subnormality of $\mathbb K$-Homogeneous Multiplication Operators on Bounded Symmetric Domains
Let $Ω=G/\mathbb K$ be an irreducible bounded symmetric domain of rank $r$ and dimension $d.$ In this paper, we study the joint subnormality of $d$-tuple of multiplication operators induced by the coordinate functions on reproducing kernel Hilbert spaces of holomorphic functions on $Ω$ determined by
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