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Jean van Heijenoort's conception of modern logic, in historical perspective

机译:历史视野中的让·凡·海耶诺尔特的现代逻辑概念

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I use van Heijenoort's published writings and manuscript materials to provide a comprehensive overview of his conception of modern logic as a first-order functional calculus and of the historical developments which led to this conception of mathematical logic, its defining characteristics, and in particular to provide an integral account, from his most important publications as well as his unpublished notes and scattered shorter historico-philosophical articles, of how and why the mathematical logic, whose he traced to Frege and the culmination of its formative period in the incompleteness results of G?odel, became modern logic, as distinct from the traditional logic of Aristotle, and why and how the logistic tradition that led from Frege through Russell, rather than the algebraic tradition that led from De Morgan and Boole through Peirce and Schr?oder, came, in his view, to define modern logic.
机译:我使用van Heijenoort的已发表著作和手稿材料,对他作为一阶函数演算的现代逻辑概念以及导致这种数学逻辑概念的历史发展及其定义特征进行了全面概述,特别是提供了从他最重要的著作,他的未发表的笔记以及零星的历史哲学短文中得出一个完整的描述,他如何以及为什么追溯到弗雷格的数学逻辑及其在G的不完全性结果中达到了形成期的顶点?奥德尔(Odel)成为现代逻辑,与亚里斯多德(Aristotle)的传统逻辑截然不同,为什么以及如何以及如何从弗雷格(Frege)到罗素(Russell)而不是从德摩根(De Morgan)和布尔(Boole)到皮尔斯(Peirce)和施罗德(Schr?oder)的代数传统到来,在他看来,定义现代逻辑。

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