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modulo N

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modulo N [′mäj·ə‚lō ′en]
(mathematics)
Two integers are said to be congruent moduloN(whereNis some integer) if they have the same remainder when divided byN.


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of Calgary) helps them advance to abstract theory by means of concrete examples of induction, number theory, integers modulo n and permutations before defining abstract structures.
 
 
 
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