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Does mathematics look certain in the front,but fallible in the back?

机译:数学在前面看起来确定但在后面容易出错吗?

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In this paper we re-examine the implications of the differences between 'doing' and 'writing' science and mathematics, questioning whether the way that science and mathematics are presented in textbooks or research articles creates a misleading picture of these differences. We focus our discussion on mathematics, in particular on Reuben Hersh's formulation of the contrast in terms of Goffman's dramaturgical frontstage-backstage analogy and his claim that various myths about mathematics only fit with how mathematics is presented in the 'front', but not with how it is practised in the 'back'. By investigating examples of both the 'front' (graduate lectures in mathematical logic) and the 'back' (meetings between supervisor and doctoral students) we examine, first, whether the 'front' of mathematics presents a misleading picture of mathematics, and, second, whether the 'front' and 'back' of mathematics are so discrepant that mathematics really does look certain in the 'front', but fallible in the 'back'.
机译:在本文中,我们重新研究了“做”与“写”科学与数学之间差异的含义,质疑在教科书或研究文章中呈现科学与数学的方式是否会误导这些差异。我们将讨论的重点放在数学上,尤其是鲁本·赫什(Reuben Hersh)就戈夫曼戏剧性的幕后幕后类比而言提出了对比,他声称关于数学的各种神话只适合数学在“战线”中的表达方式,而不适合于如何在“战线”中呈现方式。它是在“背面”实践的。通过调查“前沿”(数学逻辑方面的研究生讲座)和“反向”(主管与博士生之间的会议)的例子,我们首先检查数学的“前沿”是否呈现了误导性的数学图景,并且,其次,数学的“前”和“后”是否如此不同,以至于数学在“前”中确实看起来确定,但在“后”中却容易出错。

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