The band generated by homomorphisms on Banach lattices.
This paper will consider the closure of the set of operators which may be expressed as a sum of lattice homomorphisms whose range is contained in a Dedekind complete Banch lattice.
This paper will consider the closure of the set of operators which may be expressed as a sum of lattice homomorphisms whose range is contained in a Dedekind complete Banch lattice.
We construct a quasi-Banach space X which contains no basic sequence.
We find necessary and sufficient conditions on radial weights w on the unit disc so that the Bergman type projections of Forelli-Rudin are bounded on L¹(w) and in the Herz spaces .
This paper studies the relationship between the bidual of the (projective) tensor product of Banach spaces and the tensor product of their biduals.