A note on function spaces generated by Rademacher series

GP Curbera - Proceedings of the Edinburgh Mathematical Society, 1997 - cambridge.org
Let X be a rearrangement invariant function space on [0, 1] in which the Rademacher
functions (rn) generate a subspace isomorphic to ℓ2. We consider the space Λ (R, X) of …

[PDF][PDF] A NOTE ON FUNCTION SPACES GENERATED BY RADEMACHER SERIES

GP CURBERA - Proceedings of the Edinburgh Mathematical …, 1997 - scholar.archive.org
Let X be a rearrangement invariant function space on [0, 1] in which the Rademacher
functions (»•„) generate a subspace isomorphic to I2. We consider the space K (Tt, X) of …

A note on function spaces generated by Rademacher series.

GP Curbera - Proceedings of the Edinburgh Mathematical …, 1997 - search.ebscohost.com
Let X be a rearrangement invariant function space on [0, 1] in which the Rademacher
functions (rn) generate a subspace isomorphic to ℓ2. We consider the space Λ (R, X) of …

[PDF][PDF] A NOTE ON FUNCTION SPACES GENERATED BY RADEMACHER SERIES

GP CURBERA - Proceedings of the Edinburgh Mathematical Society, 1997 - Citeseer
Let X be a rearrangement invariant function space on [0, 1] in which the Rademacher
functions (»•„) generate a subspace isomorphic to I2. We consider the space K (Tt, X) of …

[PDF][PDF] A NOTE ON FUNCTION SPACES GENERATED BY RADEMACHER SERIES

GP CURBERA - Proceedings of the Edinburgh Mathematical Society, 1997 - core.ac.uk
Let X be a rearrangement invariant function space on [0, 1] in which the Rademacher
functions (»•„) generate a subspace isomorphic to I2. We consider the space K (Tt, X) of …

[PDF][PDF] A NOTE ON FUNCTION SPACES GENERATED BY RADEMACHER SERIES

GP CURBERA - Proceedings of the Edinburgh Mathematical …, 1997 - researchgate.net
Let X be a rearrangement invariant function space on [0, 1] in which the Rademacher
functions (»•„) generate a subspace isomorphic to I2. We consider the space K (Tt, X) of …

[PDF][PDF] A NOTE ON FUNCTION SPACES GENERATED BY RADEMACHER SERIES

GP CURBERA - Proceedings of the Edinburgh Mathematical Society, 1997 - core.ac.uk
Let X be a rearrangement invariant function space on [0, 1] in which the Rademacher
functions (»•„) generate a subspace isomorphic to I2. We consider the space K (Tt, X) of …