文章基本信息

标题：Sobre el realismo matemático de Zubiri y su interpretación de los teoremas de Gödel y Cohen
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作者：Oscar Orellana Estay ; Ronald Durán Allimant
期刊名称：Arbor
印刷版ISSN：1988-303X
出版年度：2016
卷号：192
期号：780
页码：333
语种：Spanish
出版社：Consejo Superior de Investigaciones Científicas
摘要：In this article we analyze the appendix «La realidad de lo matemático» [The reality of the mathematical], of the Spanish philosopher’s book Inteligencia y Logos , with the aim of clarifying his concept of mathematical objects as real by construction, and his interpretation of Gödel’s and Cohen’s theorems, both of which would show that the reality of mathematical objects is previous to their truth. To do this, we first present Zubiri’s concept of mathematical objects; then we distinguish his position from that of the formalists and intuitionists; and finally, we analyze a Zubirian interpretation of Gödel’s and Cohen’s theorems.
关键词：Zubiri;reality;mathematical;construction;Cohen;Gödel;Zubiri;realidad;matemático;construcción;Cohen;Gödel