# On an untapped source of medieval Keralese mathematics

@article{Rajagopal1978OnAU, title={On an untapped source of medieval Keralese mathematics}, author={C. T. Rajagopal and Mythili Rangachari}, journal={Archive for History of Exact Sciences}, year={1978}, volume={18}, pages={89-102} }

Presentation d'un manuscrit sanskrit de l'ecole medievale du Kerala (Inde), redige par un eleve de Jyesthadeva, auteur du texte Yukti-bhasa (16 siecle) et reprenant les developpements en serie de sinus, cos, arctg contenus dans le Yujti-bhasa et redecouverts independamment au 17 siecle par J. Gregory, G.W. Leibniz et I. Newton. Essai d'identifier l'auteur des series.

## 26 Citations

### On medieval Kerala mathematics

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n 1 1 1 1 + + ... (now known as Leibniz's series) 4 3 5 7 had arrived on the mathematical scene more than two centuries and a half before Gregory (1638-1675) and Leibniz (1645-1716). In [1], a…

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Two powerful tools contributed to the creation of modern mathematics in the seventeenth century: the discovery of the general algorithms of calculus and the development and application of infinite…

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### Sur l’accélération de la convergence de la « série de Mādhava-Leibniz »

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### Glimpses of contributions of some top Indian mathematicians: A review article

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Indian mathematics has its deep roots in the Vedas, different from what is known as Vedic Mathematics. Vedic age gave rise to a new era of progress in the field of Science, Technology and…

### Trigonometria Indiana: o método das diferenças, as séries de potências do seno, cosseno, e as estimativas de 𝜋.

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In the following work we present a summary of Indian trignometry based on the work of Ariabata I and his method of building a sine table. In this context, later Indian mathematicians demonstrated how…

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