Weighted composition-differentiation operators on H²(D) can be posinormal for specific weights and symbols, unlike unweighted versions, with necessary conditions for posinormality and coposinormality obtained.
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On posinormality of weighted composition-differentiation operators on $H^2(\mathbb{D})$
Weighted composition-differentiation operators on H²(D) can be posinormal for specific weights and symbols, unlike unweighted versions, with necessary conditions for posinormality and coposinormality obtained.