Calkin Representations of Unbounded Oper
β
Klaus-Detlef KΓΌrsten; Michael Milde
π
Article
π
1991
π
John Wiley and Sons
π
English
β 686 KB
There are constructed representations of unbounded operator algebras which generalize representations of B ( H ) constructed by J. W. CALKIN and H. BEHNCKE. For a large class of unitary spaces D, each uniformly closed two-sided ideal of the maximal Op\*-algebra L + ( D ) appears as kernel of such a