[an error occurred while processing this directive]
In this note it is shown that a
Banach lattice with a strong order unit is injective (i.e. has the Hahn-Banach
extension property for positive linear operators) if and only if E is a finite m-sum of
spaces of the form C(X,l1n), where X is compact and extremally disconnected and
where l1n denotes Rn with the L-norm.
