January 1, 2002Open Access

Uniqueness of unconditional basis of lp(c0) and lp(l2), 0<p<1

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Abstract

We prove that the quasi-Banach spaces ₏ (c₀) and ₏ (₂) (0< p< 1) have a unique unconditional basis up to permutation. Bourgain, Casazza, Lindenstrauss and Tzafriri have previously proved that the same is true for the respec

Uniqueness of unconditional basis of lp(c0) and lp(l2), 0<p<1

Key Points

Abstract

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