Are cyclic groups isomorphic?
ZmodmnZ=ZmodmZxZmodnZ?
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This is a quick calculator to see whether the cross product of two cyclic groups is also cyclic. Say you have Z/mZ and Z/nZ (where Z represents the integers. For example, Z/9Z is the group of integers mod 9). Enter the values for m and n to see if Z/mZ x Z/nZ is isomorphic to Z/mnZ (therefore cyclic)
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