Category:Units of Gaussian Integers form Group
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This category contains pages concerning Units of Gaussian Integers form Group:
Let $U_\C$ be the set of units of the Gaussian integers:
- $U_\C = \set {1, i, -1, -i}$
where $i$ is the imaginary unit: $i = \sqrt {-1}$.
Let $\struct {U_\C, \times}$ be the algebraic structure formed by $U_\C$ under the operation of complex multiplication.
Then $\struct {U_\C, \times}$ forms a cyclic group under complex multiplication.
Pages in category "Units of Gaussian Integers form Group"
The following 4 pages are in this category, out of 4 total.