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Generalized interval arithmetic also called Kaucher Interval Arithmetic, is a generalized form of normal interval arithmetic with relaxed constraints, that is the infinimum and supremum do not have to be ordered.
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is a generalized form of normal
interval arithmetic 
with relaxed constraints, that is the infinimum 
and supremum 
do not have to be
ordered.
![KR ={[x,x]|x,x∈R}](StabNumRef_PG144x.png)