Jelaskan Lihat pula dari Aljabar von Neumann

. This paper gives their basic properties and the division into types I, II, and III, and in particular finds factors not of type I.

. This is a continuation of the previous paper, that studies properties of the trace of a factor.

. This studies when factors are isomorphic, and in particular shows that all approximately finite factors of type II1 are isomorphic.

. The original paper on von Neumann algebras.

. This defines the ultrastrong topology.

. This discusses infinite tensor products of Hilbert spaces and the algebras acting on them.

. This shows the existence of factors of type III.

. This shows that some apparently topological properties in von Neumann algebras can be defined purely algebraically.

. This discusses how to write a von Neumann algebra as a sum or integral of factors.

. Reprints von Neumann's papers on von Neumann algebras.