Category:Additive Groups of Integers Modulo m
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This category contains results about Additive Groups of Integers Modulo $m$.
Let $m \in \Z$ such that $m > 1$.
The additive group of integers modulo $m$, denoted $\struct {\Z_m, +_m}$, is the set of integers modulo $m$ under the operation of addition modulo $m$.
Subcategories
This category has the following 2 subcategories, out of 2 total.
Pages in category "Additive Groups of Integers Modulo m"
The following 11 pages are in this category, out of 11 total.
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- Integers Modulo m under Addition form Abelian Group
- Integers Modulo m under Addition form Cyclic Group
- Isomorphism between Additive Group Modulo 16 and Multiplicative Group Modulo 17
- Isomorphism between Gaussian Integer Units and Integers Modulo 4 under Addition
- Isomorphism between Roots of Unity under Multiplication and Integers under Modulo Addition