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HERMANN WEYL'S INTUITIONISTIC MATHEMATICS

机译:赫尔曼·韦尔的直觉数学

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It is common knowledge that for a short while Hermann Weyl joined Brouwer in his pursuit of a revision of mathematics according to intuitionistic principles. There is, however, little in the literature that sheds light on Weyl's role and in particular on Brouwer's reaction to WeyPs allegiance to the cause of intuitionisrn. This short episode certainly raises a number of questions: what made Weyl give up his own program, spelled out in "Das Kontininmf, how did Weyl come to be so well-informed about Brouwer's new intuitionism, in what respect did Weyl's intuitionism differ from Brouwer's intuitionism, what did Brouwer think of WeyFs views,... ? To some of these questions at least partial answers can be put forward on the basis of some of the available correspondence and notes. The present paper will concentrate mostly on the historical issues of the intuitionistic episode in Weyl's career.
机译:众所周知,赫尔曼·魏尔(Hermann Weyl)短暂加入了布劳威尔(Brouwer),他致力于根据直觉原理修改数学。但是,文献中很少有关于韦尔的角色,尤其是布劳维尔对韦普对直觉原因的反应的报道。这短片肯定引起了许多问题:《戴斯·康丁宁夫》中阐明了魏尔放弃自己的程序的原因,魏尔如何对布劳威尔的新直觉主义如此了解,魏尔的直觉主义在什么方面与布劳威尔的直觉有所不同直觉主义,布劳威尔如何看待WeyFs的观点,...?对于这些问题,至少可以在一些对应的书信和说明的基础上提出部分答案,而本文将主要集中在历史问题上。韦尔职业生涯中的直觉事件。

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