INTERNATIONAL RESEARCH JOURNAL OF SCIENCE ENGINEERING AND TECHNOLOGY

( Online- ISSN 2454 -3195 ) New DOI : 10.32804/RJSET

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VEDIC IN MATHS

    1 Author(s):  REEMA DURGAPAL

Vol -  3, Issue- 1 ,         Page(s) : 9 - 18  (2013 ) DOI : https://doi.org/10.32804/RJSET

Abstract

Vedic mathematics is the name given to ancient system of mathematics which was rediscovered from the Vedas between 1911 and 1918 by Sri Bharati Krisna Tirthaji. According to his research all mathematics is based on 16 sutras or word-formulae. For ex- “Vertically and Crosswise is one of these Sutras. These formulae describe the way the mind naturally works and are therefore a great help in directing the student to the appropriate method of solution.

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1. Studies in the History of Science in India(Anthology edited by Debiprasad Chattopadhayayya)
2. AP Juskevic, S S Demidov, F A Medvedev and E I Slavutin: Studies in the history of mathematics, “Nauka: (Moscow,1974).
3. B Datta: The Science of the Sulba (Calcutta, 1932).
4. G G Joseph: The crest of the peacock (Princeton University Press, 2000).
5. R P Kulkarni: The value of pi known to sulbasutra skaras, Indian Journal Hist. Sci. 13(1978).
6. G Kumari: Some significant results of algebra of pre-Aryabhata era, Math. Ed (Siwan) 14 (1980).
7. G Ifrah: A universal history of numbers, from prehistory to the invention of the computer (London,1998).
8. P Z Ingerman: ‘Panini-Backus form’, Communications of the ACM 10 (1967).
9. P Jha: Contributions of the Jainas to astronomy and mathematics, Math. Ed. (Siwan, 1980).
10. R C Gupta: The first unenumerable number in Jaina mathematics, Ganita Bharati 14 (1992).
11. L C Jain: System theory in Jaina school of mathematics, Indian J. Hist. Science 14 (1979).
12. L C Jain and Km Meena Jain: System theory in Jaina school of mathematics II, Indian J. Hist. Sci. 24 (1989)
13. K Shankar Shukla: Bhaskara I, Bhaskara I and his worksII. Maha-Bhaskariya Sanskrit (Lucknow, 1960).
14. K Shankar Shukla: Bhaskara I, Bhaskara I and his worksII. Maha-Bhaskariya Sanskrit (Lucknow,1963).
15. K S Shukla: Hindu mathematics in the seventh century as found in Bhaskara I’s commentary on the Aryabhatiya, Ganita (1971).
16. R C Gupta: Varahamihira’s calculation of nCr and the discovery of Pascal’s triangle, Ganita Bharati (1992).
17. B Datta: On Mahavira’s solution of rational triangles and quadrilaterals, Bull. Calcutta Math. Soc. (1932).
18. B S Jain: On the Ganita-Sara-Samgraha of Mahavira, Indian J. Hist. Sci. (1977).
19. K Shankar Shukla: The Patiganita of Sridharacarya (Lucknow, 1959).
20. H. Suter: Mathematiker
21. Suter: Die Mathematiker and Astronomen der Araber
22. Die Philosophischen Abhandlungen des al-Kindi, Munster, (1897).
23. K V Sharma: A History of the Kerala School of the Hindu Astronomy (Hoshiarpur, 1972).
24. R C Gupta: The Madhava-Gregory series, Math. Education (1973).
25. S Parameswaran: Madhavan, the father of analysis, Ganita-Bharati 18 (1996).
26. K V Sharma and S Hariharan: Yuktibhasa of Jyesthadeva, a book of rationales in Indian mathematics and astronomy – an analytical appraisal, Indian J. Hist. Sci. 26 (1991).
27. C T Rajagopal and M S Rangachari: On an untapped source of medieval Keralese mathematics, Arch. History Exact Sci. 18 (1978).
28. C T Rajagopal and M S Rangachari: On medieval Keralese mathematics, Arch. History Exact Sci. 35 (1986).
29. A.K. Bag: Mathematics in Ancient and Medieval India (1979).
30. Bose, Sen, Subarayappa: Concise History of Science in India, (Indian National Science Academy).
31. T.A.Saraswati: Geometry in Ancient and Medieval India (Delhi, 1979).
32. N. Singh: Foundations of Logic in Ancient India, Linguistics and Mathematics (Science and technology in Indian Culture, A Rahman, 1984).

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