|
Abstract
|
Let W be a measurable space andMbe a s-finite von Neumann algebra
which is also a second dual space. On the set of functions from W into M,
it is supposed to give a criterion to illustrate t-measurability where t runs
over some well-known locally convex topologies on M which is stronger
than weak operator topology and weaker than the Arens-Mackey topology
|