Identitas Bézout (Indonesian Wikipedia)
Analysis of information sources in references of the Wikipedia article "Identitas Bézout" in Indonesian language version.
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archive.org
- Bézout, É. (1779). Théorie générale des équations algébriques. Paris, France: Ph.-D. Pierres.
bsb-muenchen-digital.de
- Claude Gaspard Bachet (sieur de Méziriac) (1624). Problèmes plaisants & délectables qui se font par les nombres (edisi ke-2nd). Lyons, France: Pierre Rigaud & Associates. hlm. 18–33. Di halaman-halaman ini, Bachet membuktikan (tanpa persamaan) "Proposisi XVIII. Deux nombres premiers entre eux estant donnez, treuver le moindre multiple de chascun d’iceux, surpassant de l’unité un multiple de l’autre." Masalah ini, yaitu , adalah kasus istimewa dari persamaan Bézout, persamaan tersebut digunakan oleh Bachet untuk menyelesaikan masalah yang ditemukan di halaman 199 ff.
doi.org
- See also: Maarten Bullynck (February 2009). "Modular arithmetic before C.F. Gauss: Systematizations and discussions on remainder problems in 18th-century Germany" (PDF). Historia Mathematica. 36 (1): 48–72. doi:10.1016/j.hm.2008.08.009.
inria.fr
hal.inria.fr
- See also: Maarten Bullynck (February 2009). "Modular arithmetic before C.F. Gauss: Systematizations and discussions on remainder problems in 18th-century Germany" (PDF). Historia Mathematica. 36 (1): 48–72. doi:10.1016/j.hm.2008.08.009.