数学逻辑的历史:纪念Ivor Grattan-Guinness

J. Wess
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引用次数: 0

摘要

逻辑学,特别是他使用棋盘和计数器来整理逻辑三段论的方法,他经常教给孩子们这种方法,作为一种鼓励逻辑思维的方法。接下来的演讲是由爱德华·韦克林(Edward Wakeling)提供的道奇森的数学问题和谜题,他是刘易斯·卡罗尔(Lewis Carroll)十卷本日记的编辑。紧接着是由伊恩·麦克莱恩(牛津)提出的道奇森关于投票的重要研究,其中道奇森以孔多塞和博尔达的早期研究为基础。作为比例代表制的支持者,道奇森用例子说明了各种众所周知的投票方法的缺陷,比如简单多数制,他还发现了一种更公平的安排草地网球比赛的方法,在引入播种之前。在正式演讲的最后,道奇森专家Francine Abeles(美国纽约)通过回答道奇森是一位多么优秀的数学家的问题讨论了道奇森的遗产,Mark Richards(伦敦)概述了他正在编纂的道奇森数学著作的参考书目集。会议以所有发言人参加的问答环节结束。
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The History of Mathematical Logic: in honour of Ivor Grattan–Guinness
logic, and in particular to his method of using a board and counters to sort out logical syllogisms, a method that he frequently taught to young children as a way of encouraging logical thinking. The next talk presented a selection of Dodgson’s mathematical problems and puzzles, given by Edward Wakeling, the editor of Lewis Carroll’s diaries in ten volumes. This was followed by Dodgson’s important work on voting, presented by Iain McLean (Oxford), in which Dodgson built on earlier work by Condorcet and Borda. A supporter of proportional representation, Dodgson used examples to show the deficiencies of various well-known methods of voting, such as first-past-the-post, and also discovered a fairer method of scheduling lawn tennis tournaments, prior to the introduction of seeding. To conclude the formal presentations, the Dodgson expert Francine Abeles (New York, USA) discussed Dodgson’s legacy by addressing the question of how good a mathematician he was, and Mark Richards (London) outlined the bibliographic collection that he is compiling of Dodgson’s mathematical writings. The meeting ended with a question-and-answer session involving all the speakers.
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