Subsequential minimality in Gowers and Maurey spaces
arXiv:1112.2411 · doi:10.1112/plms/pds035
Abstract
We define block sequences in every block subspace of a variant of the space of Gowers and Maurey so that the map extends to an isomorphism. This implies the existence of a subsequentially minimal HI space, which solves a question in \cite{FR}.