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Los axiomas de la cantidad de Holder y la fundamentación del continuo lineal

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Author(s): Luis Cornelio Recalde | Claudia Valencia

Journal: Revista Sigma
ISSN 2027-064X

Volume: IX;
Start page: 7;
Date: 2009;
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Keywords: Numbers real | continuous aristotelian | continuous geometric | continuous arithmetic | cuts of Dedekind | axioms of the amount

ABSTRACT
In this article we studied some aspects of the theory of the amount developed by the German mathematician Otto Holder in 1901. In particular, the axioms of the amount of Holder are described and it is related to the arithmetical construction of the real numbers based on the cuts of Dedekind.
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