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- W168768367 abstract "Let B be a direct sum of spaces of functions on each of which the operator Mz of multiplication by z (f ! zf) is bounded. We determine the commutant of the direct sum of the operators of multiplication by z on certain Hilbert spaces of functions (Banach spaces of functions). Also we characterize the commutant of Mz and multipliers of Lipschitz algebras. Let µ be a compactly supported measure on C and t > 1. We determine the commutant of the operator Mz on P t (µ), the closure of polynomials in L t (µ), thus extending a result of M. Raphael for the case t = 2." @default.
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- W168768367 modified "2023-10-12" @default.
- W168768367 title "ON THE COMMUTANT OF THE DIRECT SUM OF OPERATORS OF MULTIPLICATION BY THE INDEPENDENT VARIABLE" @default.
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