Titlebook: Nine Chapters on Mathematical Modernity; Essays on the Global Andrea Bréard Book 2019 Springer International Publishing AG, part of Springe

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書(shū)目名稱Nine Chapters on Mathematical Modernity讀者反饋




書(shū)目名稱Nine Chapters on Mathematical Modernity讀者反饋學(xué)科排名

Monolithic

Book 2019 century from a transcultural global historical perspective. Rather than depict the transformations of mathematical knowledge in terms of a process of westernization, the book analyzes the complex interactions between different scientific communities and the ways in which the past, modernity, langua

Slit-Lamp

Negotiating a Linguistic Space In-Between,seemingly insurmountable borders between scientific and linguistic cultures. It is argued that the writing of mathematics was not exempt from the ideological debates that unfolded along the central categories of tradition versus modernity, inferiority versus superiority, and authentic versus foreign knowledge.

來(lái)自于

Allowance

胡言亂語(yǔ)

Visions of Antiquity,es .. The appeal of a radical scientific “modernity” outside of China nevertheless erased all efforts to revive China’s national tradition in contemporary mathematical research and conceptually and methodologically follow an alternative path to the West.

牢騷

The Ellipse Seen from Nineteenth-Century China,) that a panoptic point of view on conics, as compared to observing the ellipse as an isolated object, changes the representation, use and organization of Western concepts. The mathematical details of the calculation procedures discussed in this chapter are provided in Appendix C.

向前變橢圓

現(xiàn)存

Visions of Antiquity,onnect Chinese tradition and modernity with backwardness and progress in science. These historiographic snapshots reveal different ways of instrumentalizing research on China’s mathematical tradition, all of them in the context of the growing political and economic entanglements of China with the ou

莎草

The Ellipse Seen from Nineteenth-Century China,nomy in order to analyse how authors in late imperial China, in particular before the introduction of differential and integral calculus, approached the rectification and quadrature of curves. It not only reveals the reliance on the classics and epistemic values when, for example, Dong Youcheng 董祐誠(chéng)