Complemented subspaces of a $C(K)$-space constructed by Candido

Abstract

We classify the complemented subspaces of $C_0(L\times L)$, where $L$ is an exotic locally compact Hausdorff space recently constructed by Candido under Ostaszewski's $♣$-principle.

References in corpus (3)

• Closed ideals of operators on and complemented subspaces of Banach spaces of functions with countable support
• Few operators on Banach spaces $C_0(L\times L)$
• Operators on injective tensor products of separable Banach spaces and spaces with few operators