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Measurement as relational, intensive and analogical: Towards a minor mathematics

机译:测量作为关系,密集和类似的:迈向小型数学

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Minor mathematics refers to the mathematical practices that are often erased by state-sanctioned curricular images of mathematics. We use the idea of a minor mathematics to explore alternative measurement practices. We argue that minor measurement practices have been buried by a 'major' settler mathematics, a process of erasure that distributes 'sensibility' and formulates conditions of mathematics dis/ability. We emphasize how measuring involves the making and mixing of analogies, and that this involves attending to intensive relationships rather than extensive properties. Our philosophical and historical approach moves from the archeological origins of human measurement activity, to pivotal developments in modern mathematics, to configurations of curriculum. We argue that the project of proliferating multiple mathematics is required in order to disturb narrow (and perhaps white, western, male) images of mathematics-and to open up opportunities for a more pluralist and inclusive school mathematics.
机译:次要数学是指经常被国家制裁课程图像的数学实践进行数学实践。我们使用次要数学的想法来探索替代测量实践。我们认为,“主要的”定居者数学埋葬了次要的测量实践,这是一种擦除的过程,分配“敏感性”并制定数学歧视/能力的条件。我们强调衡量涉及类比的制作和混合,这涉及参加强烈的关系而不是广泛的性质。我们的哲学和历史方法从人类测量活动的考古来源,以现代数学的关键发展,课程的配置。我们认为,需要增加多重数学的项目,以便打扰数学的狭窄(和白色,西方,男性)图像 - 为更多数和包容性学校数学开辟机会。

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