Highly Influenced

# A Note on a Theorem Of

@inproceedings{Heider2010ANO, title={A Note on a Theorem Of}, author={K G Heider}, year={2010} }

- Published 2010

Theorem. A commutative B*-algebra K containing an identity e (with \\k*-k\\ =\\k\\2for all &GP and ||e|| =1) is isomorphic (in a norm and * preserving manner) to an algebra B(X) of all bounded complexvalued functions on an essentially unique set X if and only if: (1) Every nonzero closed ideal of K contains a minimal ideal; (2) The sum of two annulets is an annulet. An annulet is here understood to be an ideal I of K with which is associated a subset GCP such that

#### From This Paper

##### Topics from this paper.

#### Citations

##### Publications citing this paper.

#### References

##### Publications referenced by this paper.

Showing 1-2 of 2 references