Keynes’s Philosophy of Mathematics Can’t Be Mastered by Reading the Notes of His Economics Lectures Made by His Students in the Years 1932–35

M. E. Brady
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Abstract

J M Keynes’s approach to the use of mathematics is based on his interactions with Bertrand Russell, Alfred North Whitehead, William Ernest Johnson, C. D. Broad, G. E. Moore, and Alfred Marshall. His views were carefully expressed in the A Treatise on Probability and General Theory. Keynes favored using systems of simultaneous equations both in the A Treatise on Probability and General Theory. A study of the student notes taken in the years from 1932 to 1935 alone will lead to the wrong answer regarding Keynes’s views on the role of mathematics and systems of equations in economics. Keynes’s philosophy can be expressed by the term Inexact Measurement or Approximation, which Keynes made the foundation for his inexact approach to measurement in probability, mathematics, and statistics.
凯恩斯的数学哲学不能通过阅读1932-35年间他的学生所做的经济学讲座笔记来掌握
凯恩斯运用数学的方法是基于他与伯特兰·罗素、阿尔弗雷德·诺斯·怀特黑德、威廉·欧内斯特·约翰逊、c·d·布罗德、g·e·摩尔和阿尔弗雷德·马歇尔的互动。他的观点在《概率论与通论》中得到了详细的阐述。凯恩斯在《概率论》和《通论》中都喜欢使用联立方程组。仅对1932年至1935年间的学生笔记进行研究,就会得出凯恩斯关于数学和方程组在经济学中的作用的观点的错误答案。凯恩斯的哲学可以用术语“不精确测量或近似”来表达,凯恩斯为他在概率论、数学和统计学中的不精确测量方法奠定了基础。
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