Leçons sur la théorie des nombres (Modules. Entiers algébriques. Réduction continuelle.) par A. Châtelet.
24 CHAPITRE I. - INTRODUCTION ALGIBRIQUE. (non necessairement d'un seul tenant) encore meslurable et dont le volume est egal a la somme des volumes, si les corps n'ont pas de points communs, et lui est au plus egal dans le cas contraire. Avant de quitter cetLe question des volumes, reinarcuons que, meme dans le cas de lespace semi-reel, si un domaine est contenu dans un autre (au sens ordinaire), son volume lui est au plus egal, cec; parce que chaque element des integrales est essentiellement positif.
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About this Item
- Title
- Leçons sur la théorie des nombres (Modules. Entiers algébriques. Réduction continuelle.) par A. Châtelet.
- Author
- Chatelet, Albert, b. 1883.
- Canvas
- Page 6
- Publication
- Paris,: Gauthier-Villars,
- 1913.
- Subject terms
- Number theory.
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https://name.umdl.umich.edu/abv2175.0001.001
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"Leçons sur la théorie des nombres (Modules. Entiers algébriques. Réduction continuelle.) par A. Châtelet." In the digital collection University of Michigan Historical Math Collection. https://name.umdl.umich.edu/abv2175.0001.001. University of Michigan Library Digital Collections. Accessed May 2, 2025.