In the following section we will introduce *complete residue systems*, i.e. sets of integers which represent all possible congruence classes modulo a positive integer $m > 0.$ We will also study their algebraic structure for prime and composite modules $m.$

| | | | created: 2019-04-19 06:41:31 | modified: 2019-06-22 08:34:02 | by: *bookofproofs* | references: [1272], [8152]

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[8152] **Jones G., Jones M.**: “Elementary Number Theory (Undergraduate Series)”, Springer, 1998

[1272] **Landau, Edmund**: “Vorlesungen über Zahlentheorie, Aus der Elementaren Zahlentheorie”, S. Hirzel, Leipzig, 1927

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