Describing Texts for Algorithms: How They Prescribe Operations and Integrate Cases. Reflections Based on Ancient Chinese Mathematical Sources

Author:

Chemla Karine

Publisher

Springer International Publishing

Reference23 articles.

1. Chemla, K. 1992. Les fractions comme modèle formel en Chine ancienne. In Histoire de fractions, fractions d’histoire, eds. P. Benoit, K. Chemla and J. Ritter, 189–207, 405, 410. Basel: Birkhäuser.

2. Chemla, K. 1996. Positions et changements en mathématiques à partir de textes chinois des dynasties Han à Song- Yuan. Quelques remarques. In Disposer pour dire, placer pour penser, situer pour agir. Pratiques de la position en Chine, eds. K. Chemla and M. Lackner, 115–147, 190, 192. Saint-Denis: Presses Universitaires Vincennes.

3. Chemla, K. 1997a. Reflections on the world-wide history of the rule of false double position, or: How a loop was closed. Centaurus. International Journal of the History of Mathematics Science and Technology 39: 97–120.

4. Chemla, K. 1997b. What is at stake in mathematical proofs from third-century China? Science in Context 10: 227–251.

5. Chemla, K. 2003. Generality above abstraction: The general expressed in terms of the paradigmatic in mathematics in ancient China. Science in Context 16: 413–458.

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