Boolean ring

Boolean ring

noun Mathematics.
a nonempty collection of sets having the properties that the union of two sets of the collection is a set in the collection and that the relative complement of each set with respect to any other set is in the collection.


Origin:
1935–40; named after G. Boole; see -an
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Based on the Random House Dictionary, © Random House, Inc. 2012.
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Boolean ring is always a great word to know.
So is power. Does it mean:
a variable in a functional relation whose value determines the value or values of other variables, such as x in the relation y = 3x
the product obtained by multiplying a quantity by itself one or more times, the exponent of an expression
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