Continuously frame-convertible sequences are characterized via analysis operators without needing the mapping, including incomplete sequences and non-frame sequences, with norm criteria for Schauder sequences and classification of measures for exponential systems on the torus.
Exponential spectra inL 2(µ)
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Continuously Frame-Convertible Sequences
Continuously frame-convertible sequences are characterized via analysis operators without needing the mapping, including incomplete sequences and non-frame sequences, with norm criteria for Schauder sequences and classification of measures for exponential systems on the torus.