论维特根斯坦和斯宾塞·布朗的奇特微积分

G. Landini
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引用次数: 2

摘要

维特根斯坦在他的Tractatus中提出了他所说的N算子记法,它可以用来计算一个表达式是否是重言式。乔治·斯宾塞·布朗在他的形式定律中为这种计算提供了他所说的“初等代数”。这两个系统都令人困惑。但是比较两个模糊的图像可以减少噪声,产生焦点。本文揭示了Spencer-Brown独立地重新发现了N算子演算的无量词部分。这一比较为每一封信都提供了充足的线索,从信件中我们会发现,正如人们所猜测的那样,罗素是两者的催化剂。
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On the Curious Calculi of Wittgenstein and Spencer Brown
In his Tractatus, Wittgenstein sets out what he calls his N-operator notation which can be used to calculate whether an expression is a tautology. In his Laws of Form, George Spencer Brown offers what he calls a “primary algebra” for such calculation. Both systems are perplexing. But comparing two blurry images can reduce noise, producing a focus. This paper reveals that Spencer Brown independently rediscovered the quantifier-free part of the N-operator calculus. The comparison sheds a flood light on each and from the letters of correspondence we shall find that Russell, as one might have surmised, was a catalyst for both.
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来源期刊
Journal of the History of Analytical Philosophy
Journal of the History of Analytical Philosophy Arts and Humanities-Philosophy
CiteScore
1.00
自引率
0.00%
发文量
0
审稿时长
26 weeks
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