Ancient Indian Leaps into Mathematics

This volume presents contributions of mathematicians from ancient India to the broader context of the history of mathematics throughout the world. Topics include the work of two well-known Indian mathematicians: Brahmagupta and Bhaskaracharya; the relationship of Indian mathematics to the mathematics of China and Greece; and transmission of ideas between the Western and non-Western world. A chapter on calendrical calculations, complete with computer programs, enables the reader to determine Indian dates.

Follows the movement of mathematical ideas that were spread from India, China, the Islamic world, and Western Europe Discusses concepts and ideas developed in different regions in India, China, and Greece Includes methods and a computer program to help the reader fully understand the ideas presented for the chapter on calendrical calculations Includes supplementary material: sn.pub/extras

Inhalt
Foreword.- Prelude.- Indian Mathematics in the Medieval Islamic World.- Brahmagupta: the Ancient Indian Mathematician.- Indian Calendrical Calculations.- India's contributions to Chinese Mathematics up to the Eighth Century A.D..- Some Discussions about how Indian Trigonometry affected Chinese Calendar-Calculation in the Tang Dynasty.- On the Application of Areas in the Sulbasutra .- Indian Mathematical Tradition with special reference to Kerala: Methodology and Motivations.- Mainland South-East Asia as a Crossroad of Chinese and Indian Astronomy.- Mathematical Literature in the Regional Languages of India.- Pascal's Triangle in 500 BC.- André Weil: His Book on Number Theory and Indian References.- The Algorithm of Extraction in both Greek and Sino-Indian Mathematical Traditions.- Index.

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