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Metaphors of Mathematics in Corneille's Theater

机译：科尼耶剧院中的数学隐喻

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摘要

Mathematical metaphors are a distinctive and characteristic feature of Corneille's theater, closely tied to his dramatic aesthetics. I divide these metaphors into two groups, identities and combinatorics. The field of identities deals with different kinds of equations, from the level of language, where elements are equated or placed in some other relationship that can be expressed mathematically, to the level of plot, where, for example, the search for identity (e.g. who is Héraclius?) resembles an algebraic equation. Combinatorics involves the arrangements and combinations of elements, and finds its greatest application here in the question of the constitution of couples to be married. After a wide-ranging discussion of these two groups of mathematical metaphors, I move to an in-depth examination of Don Sanche d'Aragon, the play that combines, to the greatest degree, issues relating to identities and combinatorics. The perspective afforded by these mathematical metaphors is particularly useful for understanding the central shift of focus in the play from the choice of a mate for the queen to the mystery of the identity of Don Sanche. Finally, in the conclusion, the metaphors of mathematics are linked to larger issues of Corneille's dramaturgy involving both structure and sexuality.
机译：数学隐喻是科尼耶剧院的鲜明特征，与他的戏剧美学息息相关。我将这些隐喻分为两组，即身份和组合语。身份领域处理不同种类的方程式，从语言的层次（等式或元素可以以数学方式表达的其他关系放置）到情节的层次（例如，寻找身份（例如（Héraclius是谁？）类似于代数方程。组合学涉及元素的排列和组合，在婚姻夫妇的构成问题中找到了最大的应用。在对这两组数学隐喻进行了广泛讨论之后，我将对Don Sanche d'Aragon进行深入研究，该戏剧最大程度地结合了与身份和组合论相关的问题。这些数学隐喻提供的视角对于理解戏剧中焦点的中心转移特别有用，从女王的配偶的选择到唐·桑切身份的奥秘。最后，在结论中，数学的隐喻与涉及结构和性的科尼耶戏剧的较大问题有关。

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  • 来源
    《Neophilologus》 |2002年第2期|197-214|共18页
  • 作者

    Nina Ekstein;

  • 作者单位

    Department of Languages and Literatures Trinity University;

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