Journals / Turkish Journal of Mathematics / 2001 / Cilt: 25 - Sayı: 4
Some Applications of the Lattice Finite Representability in Spaces of Measurable Functions
- Pages
- 475–490
- DOI
- —
Abstract
We study the lattice finite representability of the Bochner space Lp(m1,Lq(m2)) in \ellp{\ellq}, 1 \le p,q < \infty, and then we characterize the ideal of the operators which factor through a lattice homomorphism between L\infty(m) and Lp(m1,Lq(m2)).
Özet
We study the lattice finite representability of the Bochner space Lp(m1,Lq(m2)) in \ellp{\ellq}, 1 \le p,q < \infty, and then we characterize the ideal of the operators which factor through a lattice homomorphism between L\infty(m) and Lp(m1,Lq(m2)).