Substitution operators on the space of formal power series with a weighted cauchy product
classification
🧮 math.FA
keywords
diamondcauchyproductsubstitutionvarphiweightedargumentbeta
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Boundedness of $\diamond$-substitution operator $u\diamond C_\varphi$ on $\ell^{p}(\beta)$, with a weighted Cauchy product $\diamond$, is investigated by an inductive argument on the pair $(u, \varphi)$.
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