nor·mal·iz·er | \ ˈnȯr-mə-ˌlī-zər 
\
\Definition of normalizer
1 : one that normalizes
2a : a subgroup consisting of those elements of a group for which the group operation with regard to a given element is commutative
b : the set of elements of a group for which the group operation with regard to every element of a given subgroup is commutative
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The first known use of normalizer was in 1912
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