Book Title: Arhat Vachan 2011 07
Author(s): Anupam Jain
Publisher: Kundkund Gyanpith Indore

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Page 51
________________ indivisible - corresponding - sections of omniscience where as 42 stands for the square root of the square root. Here is agian the concept of function of a fuction.57 This list of the symbols also give an idea of the use of symbols like a (innumerate). samkhyāta. etc. which appear to be syncopated from Brāhmi script.58 CONCLUDING REMARKS The multipurpose symbolism seem to have created a confusion, but as they were cast for particular contexts at different places, they could be easily recognized for the context. This might have facilitated the studies for they could work with the least possible symbols. However it was matter of disadvantage as well as and might have been responsible for hampering further analytical stucies. 59 Acknowledgement Author is thankful to Prof. L.C. Jain, Jabalpur for providing neseccary guidence and reference material for this study. Material provided by Prof. L.C. Jain used in this article. REFERENCES AND NOTES 1. The following works may be useful for comparison : a) Datta. B.B., Singh, A.N., History of Hindu Mathematics, Part I and II, Combined Edition Bombay, 1962. b) Bose. D.M., Sen, S.N., Subbarayappa, B.V., A concise History of Sciences in India, INSA, New Delhi, 1971. c) Datta, B.B., The Baksāli Mathematics, B.C.M.S., 21, 1-60, 1929. d) Datta, B.B., The Science of Sulba, Calcutta University, 1932 e) Singh, A.N., Mathematics of Dhavalā I, Şatkhandāgama, Vol. 4, Amaraoti, 1942, v-xxi. f) Jain, L.C., Tiloyapannatti kā Ganita, Sholapur, 1958. g) Jain L.C. Mathematical Content of Digambara Jain Texts of Karnanuyoga Group, Vol. I, II Kundakunda Jñānapītha, Indore, h) Bag, A.K., Symbol of Zero in mathematical notion in India, Primer Congreso Argentino De Historia, De La Academic Nac. de ciencias, cordoba, T.48, 1970. i) Bag, A.K., The knowledge of Geometical Figures, Instruments and Units in the Sulbsūtras, "East and West", (New Series, vol. 21, nos. 1-2, 1971), Ismeo, 248, Rome. j) Shukla, K.S., Hindu Mathematics in the Seventh Century as found in Bhāskara I's commentary on the Aryabhatiya, Ganita, Vol. 22 no. 1, 1971, 115-130. Saraswati, T.A., The Mathematics in the first four Mahadhikäras or the Trilokaprajñapti, JG.R.I., 18 (1961-62), 27-51. 1) Gupta, R.C., Circumference of the Jambūdvipa in Jaina Cosmography, I.J.H.S., 10, 1975, 38-56. Puspadanta, Bhūtabali, Satkhandāgama, vols., 1-16, Amaraoti etc., 1939-1959, edited by H.L. Jain, etc. LO 376 277, 23(3), 2011

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