
The closed span of Rademacher functions is investigated in Nakano spaces Lp(⋅) on [0,1] equipped with the Lebesgue measure. The main result of this paper states that under some conditions on distribution of the exponent function p the Rademacher functions form in Lp(⋅) a basic sequence equivalent to the unit vector basis in l2.
Nakano spaces, 46B20, 46B42, 46E30, Rademacher functions, symmetric spaces
Nakano spaces, 46B20, 46B42, 46E30, Rademacher functions, symmetric spaces
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