We compare a recent selection theorem given by Chistyakov using the notion of modulus of variation, with a selection theorem of Schrader based on bounded oscillation and with a selection theorem of Di Piazza-Maniscalco based on bounded A L-oscillation

MANISCALCO C (2007). A Comparison of Three Recent Selection Theorems. MATHEMATICA BOHEMICA, 132(2), 177-183.

A Comparison of Three Recent Selection Theorems

MANISCALCO, Caterina
2007-01-01

Abstract

We compare a recent selection theorem given by Chistyakov using the notion of modulus of variation, with a selection theorem of Schrader based on bounded oscillation and with a selection theorem of Di Piazza-Maniscalco based on bounded A L-oscillation
2007
MANISCALCO C (2007). A Comparison of Three Recent Selection Theorems. MATHEMATICA BOHEMICA, 132(2), 177-183.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/10447/10998
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