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Euclid’s lemma
If , , and are integers (or, more generally, elements of a principal ideal domain) with and , then .
Keywords:
number theory
Type of Math Object:
Theorem
Major Section:
Reference
Mathematics Subject Classification
11-02 Research exposition (monographs, survey articles)11A05 Multiplicative structure; Euclidean algorithm; greatest common divisors
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new question: Taylor's Series Query! by unlord
new question: Laplace transform by J
new question: Residue Calculus by J
May 19
new Education: Project: PlanetMath Outlines Series by unlord
May 17
new image: sinx_approx.png by jeremyboden
new image: approximation_to_sinx by jeremyboden
new image: approximation_to_sinx by jeremyboden
new question: Solving the word problem for isomorphic groups by unlord
new image: LineDiagrams.jpg by m759
new image: ProjPoints.jpg by m759


