Uniformly hyperfinite algebra: Difference between revisions

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m CAR algebra: General fixes and Typo fixing, typo(s) fixed: Therefore → Therefore, using AWB
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:<math>\delta(A) = \prod_p p^{t_p}</math>
 
specifies an additive subgroup of '''Q''' that is the rational numbers of the type ''n''/''m'' where ''m'' formally divides ''&delta;''(''A''). This group is the [[Operator K-theory|''K''<sub>0</sub> group]] of ''A''. <cite namerefname=Rordam00 />
 
== CAR algebra ==