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Just wanted to get thoughts from anybody who might have had experience buying open box from b&h It's quite interesting to see all film slr companies and products together It says full manufacturer's warranty, but in box

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To gain full voting privileges, I'd like to publish links to older pdf catalog from b&h There is indeed an ultrastrong topology

There is a nice diagram on page 12 of lectures on von neumann algebras by stratila and zsido (sorry for not accenting i have no clue how)

The weak and strong topologies are weaker than the ultraweak and ultrastrong respectively, and the ultreaweak is stronger than weak, but weaker than ultrastrong The ultrastrong coincides with the strong on the. If h is a hilbert space, is b(h) under the operator norm a hilbert space If not, is there exists any norm on b(h) that makes it a hilbert space?

Ask our specialist from b&h! Can a sequence of trace class operators $\rho_ {n} \in b (h)$ converge to a multiplication operator under trace norm Ask question asked 4 years, 2 months ago modified 2 years, 4 months ago For the moment i do not care whether this new norm is equivalent to the operator norm.