THE UNTAPPED WEALTH of MANUSCRIPTS on INDIAN ASTRONOMY and MATHEMATICS M. D. Srinivas Centre for Policy Studies, Chennai [email protected]
Total Page:16
File Type:pdf, Size:1020Kb
Load more
Recommended publications
-
View Entire Book
ORISSA REVIEW VOL. LXI NO. 12 JULY 2005 DIGAMBAR MOHANTY, I.A.S. Commissioner-cum-Secretary BAISHNAB PRASAD MOHANTY Director-cum-Joint Secretary SASANKA SEKHAR PANDA Joint Director-cum-Deputy Secretary Editor BIBEKANANDA BISWAL Associate Editor Sadhana Mishra Editorial Assistance Manas R. Nayak Cover Design & Illustration Hemanta Kumar Sahoo Manoj Kumar Patro D.T.P. & Design The Orissa Review aims at disseminating knowledge and information concerning Orissa’s socio-economic development, art and culture. Views, records, statistics and information published in the Orissa Review are not necessarily those of the Government of Orissa. Published by Information & Public Relations Department, Government of Orissa, Bhubaneswar - 751001 and Printed at Orissa Government Press, Cuttack - 753010. For subscription and trade inquiry, please contact : Manager, Publications, Information & Public Relations Department, Loksampark Bhawan, Bhubaneswar - 751001. E-mail : [email protected] Five Rupees / Copy Visit : www.orissagov.nic.in Fifty Rupees / Yearly Contact : Ph. 0674-2411839 CONTENTS Editorial Landlord Sri Jagannath Mahaprabhu Bije Puri Dr. Chitrasen Pasayat ... 1 Jamesvara Temple at Puri Ratnakar Mohapatra ... 6 Vedic Background of Jagannath Cult Dr. Bidyut Lata Ray ... 15 Orissan Vaisnavism Under Jagannath Cult Dr. Braja Kishore Swain ... 18 Bhakta Kabi Sri Bhakta Charan Das and His Work Somanath Jena ... 23 'Manobodha Chautisa' The Essence of Patriotism in Temple Multiplication - Dr. Braja Kishore Padhi ... 26 Kulada Jagannath Rani Suryamani Patamahadei : An Extraordinary Lady in Puri Temple Administration Prof. Jagannath Mohanty ... 30 Sri Ratnabhandar of Srimandir Dr. Janmejaya Choudhury ... 32 Lord Jagannath of Jaguleipatna Braja Paikray ... 34 Jainism and Buddhism in Jagannath Culture Pabitra Mohan Barik ... 36 Balabhadra Upasana and Tulasi Kshetra Er. -
Proposal Under Demand No-07-3054-04-337-0865-21007'District Head Quarter Road for the Year 2019-20 SI
Proposal under Demand No-07-3054-04-337-0865-21007'District Head Quarter Road for the year 2019-20 SI. Name of the Amount Name of the Work No. (R&B) Division (Rs. In lakh) 1 2 3 4 S/R to New Jagannath Sadak from 0/630 to Q/660km ( Such as providing 1 Puri 4.76 Cement Concrete pavement at Chandanpur Bazar Portion ) S/R to New Jagannath Sadak from 0/665 to 0/695km ( Such as providing 2 Puri 4.91 Cement Concrete pavement at Chandanpur Bazar Portion ) Construction of entry gate on approach to Makara Bridge at ch,23/80km of New 3 Puri 4.23 Jagannath Sadak, Puri S/r ro New Jagannath Sadak from 14/070 to 14/240 Km such as construction of 4 Puri 4.82 Toe-wall & Packing on right side Construction of Retaining wall in U/S of Ratnachira Bridge at 13/290Km of New 5 Puri 4.98 Jagannath Sadak 6 Puri S/R to Jagannath Sadak road {Such as construction of Toe-wall at 2/300 Km) 4.74 Providing temporary Bus parking at Chupuring & approach road to Melana 7 Puri padia Jankia Gadasahi near New Jagannath Sadak for the visit of Hon’ble Chief 2.57 Minister of Odisha on 20.02,2019 Providing temporary Helipad ground Jankia Gadasahi near New Jagannath 8 Puri 3.00 Sadak for the visit of Hon'ble Chief Minister of Odisha on 20.02.2019 Providing temporary parking at Jankia Gadasahi near New Jagannath Sadak for 9 Puri 2.41 the visit of Hon'ble Chief Minister of Odisha on 20.02.2019 Providing temporary parking at Kanas side & Gadasahi near New Jagannath 10 Puri 4.88 Sadak for the visit of Hon'ble Chief Minister of Odisha on 20.02.2019 Repair of road from Hotel Prachi to -
Lord Buddha in the Cult of Lord Jagannath
June - 2014 Odisha Review Lord Buddha in the Cult of Lord Jagannath Abhimanyu Dash he Buddhist origin of Lord Jagannath was (4) At present an image of Buddha at Ellora Tfirst propounded by General A. Cunningham is called Jagannath which proves Jagannath and which was later on followed by a number of Buddha are identical. scholars like W.W.Hunter, W.J.Wilkins, (5) The Buddhist celebration of the Car R.L.Mitra, H.K. Mahatab, M. Mansingh, N. K. Festival which had its origin at Khotan is similar Sahu etc. Since Buddhism was a predominant with the famous Car Festival of the Jagannath cult. religion of Odisha from the time of Asoka after (6) Indrabhuti in his ‘Jnana Siddhi’ has the Kalinga War, it had its impact on the life, referred to Buddha as Jagannath. religion and literature of Odisha. Scholars have (7) There are similar traditions in Buddhism made attempt to show the similarity of Jagannath as well as in the Jagannath cult. Buddhism was cult with Buddhism on the basis of literary and first to discard caste distinctions. So also there is archaeological sources. They have put forth the no caste distinction in the Jagannath temple at the following arguments to justify the Buddhist origin time of taking Mahaprasad. This has come from of Lord Jagannath. the Buddhist tradition. (1) In their opinion the worship of three (8) On the basis of the legend mentioned in symbols of Buddhism, Tri-Ratna such as the the ‘Dathavamsa’ of Dharmakirtti of Singhala, Buddha, the Dhamma (Dharma) and the Sangha scholars say that a tooth of Buddha is kept in the body of Jagannath. -
Brahmagupta, Mathematician Par Excellence
GENERAL ARTICLE Brahmagupta, Mathematician Par Excellence C R Pranesachar Brahmagupta holds a unique position in the his- tory of Ancient Indian Mathematics. He con- tributed such elegant results to Geometry and Number Theory that today's mathematicians still marvel at their originality. His theorems leading to the calculation of the circumradius of a trian- gle and the lengths of the diagonals of a cyclic quadrilateral, construction of a rational cyclic C R Pranesachar is involved in training Indian quadrilateral and integer solutions to a single sec- teams for the International ond degree equation are certainly the hallmarks Mathematical Olympiads. of a genius. He also takes interest in solving problems for the After the Greeks' ascendancy to supremacy in mathe- American Mathematical matics (especially geometry) during the period 7th cen- Monthly and Crux tury BC to 2nd century AD, there was a sudden lull in Mathematicorum. mathematical and scienti¯c activity for the next millen- nium until the Renaissance in Europe. But mathematics and astronomy °ourished in the Asian continent partic- ularly in India and the Arab world. There was a contin- uous exchange of information between the two regions and later between Europe and the Arab world. The dec- imal representation of positive integers along with zero, a unique contribution of the Indian mind, travelled even- tually to the West, although there was some resistance and reluctance to accept it at the beginning. Brahmagupta, a most accomplished mathematician, liv- ed during this medieval period and was responsible for creating good mathematics in the form of geometrical theorems and number-theoretic results. -
Indian Mathematics
Indian Mathemtics V. S. Varadarajan University of California, Los Angeles, CA, USA UCLA, March 3-5, 2008 Abstract In these two lectures I shall talk about some Indian mathe- maticians and their work. I have chosen two examples: one from the 7th century, Brahmagupta, and the other, Ra- manujan, from the 20th century. Both of these are very fascinating figures, and their histories illustrate various as- pects of mathematics in ancient and modern times. In a very real sense their works are still relevant to the mathe- matics of today. Some great ancient Indian figures of Science Varahamihira (505–587) Brahmagupta (598-670) Bhaskara II (1114–1185) The modern era Ramanujan, S (1887–1920) Raman, C. V (1888–1970) Mahalanobis, P. C (1893–1972) Harish-Chandra (1923–1983) Bhaskara represents the peak of mathematical and astro- nomical knowledge in the 12th century. He reached an un- derstanding of calculus, astronomy, the number systems, and solving equations, which were not to be achieved any- where else in the world for several centuries...(Wikipedia). Indian science languished after that, the British colonial occupation did not help, but in the 19th century there was a renaissance of arts and sciences, and Indian Science even- tually reached a level comparable to western science. BRAHMAGUPTA (598–670c) Some quotations of Brahmagupta As the sun eclipses the stars by its brilliancy, so the man of knowledge will eclipse the fame of others in assemblies of the people if he proposes algebraic problems, and still more, if he solves them. Quoted in F Cajori, A History of Mathematics A person who can, within a year, solve x2 92y2 =1, is a mathematician. -
Ligo-India Proposal for an Interferometric Gravitational-Wave Observatory
LIGO-INDIA PROPOSAL FOR AN INTERFEROMETRIC GRAVITATIONAL-WAVE OBSERVATORY IndIGO Indian Initiative in Gravitational-wave Observations PROPOSAL FOR LIGO-INDIA !"#!$ Indian Initiative in Gravitational wave Observations http://www.gw-indigo.org II Title of the Project LIGO-INDIA Proposal of the Consortium for INDIAN INITIATIVE IN GRAVITATIONAL WAVE OBSERVATIONS IndIGO to Department of Atomic Energy & Department of Science and Technology Government of India IndIGO Consortium Institutions Chennai Mathematical Institute IISER, Kolkata IISER, Pune IISER, Thiruvananthapuram IIT Madras, Chennai IIT, Kanpur IPR, Bhatt IUCAA, Pune RRCAT, Indore University of Delhi (UD), Delhi Principal Leads Bala Iyer (RRI), Chair, IndIGO Consortium Council Tarun Souradeep (IUCAA), Spokesperson, IndIGO Consortium Council C.S. Unnikrishnan (TIFR), Coordinator Experiments, IndIGO Consortium Council Sanjeev Dhurandhar (IUCAA), Science Advisor, IndIGO Consortium Council Sendhil Raja (RRCAT) Ajai Kumar (IPR) Anand Sengupta(UD) 10 November 2011 PROPOSAL FOR LIGO-INDIA II PROPOSAL FOR LIGO-INDIA LIGO-India EXECUTIVE SUMMARY III PROPOSAL FOR LIGO-INDIA IV PROPOSAL FOR LIGO-INDIA This proposal by the IndIGO consortium is for the construction and subsequent 10- year operation of an advanced interferometric gravitational wave detector in India called LIGO-India under an international collaboration with Laser Interferometer Gravitational–wave Observatory (LIGO) Laboratory, USA. The detector is a 4-km arm-length Michelson Interferometer with Fabry-Perot enhancement arms, and aims to detect fractional changes in the arm-length smaller than 10-23 Hz-1/2 . The task of constructing this very sophisticated detector at the limits of present day technology is facilitated by the amazing opportunity offered by the LIGO Laboratory and its international partners to provide the complete design and all the key components required to build the detector as part of the collaboration. -
Secondary Indian Culture and Heritage
Culture: An Introduction MODULE - I Understanding Culture Notes 1 CULTURE: AN INTRODUCTION he English word ‘Culture’ is derived from the Latin term ‘cult or cultus’ meaning tilling, or cultivating or refining and worship. In sum it means cultivating and refining Ta thing to such an extent that its end product evokes our admiration and respect. This is practically the same as ‘Sanskriti’ of the Sanskrit language. The term ‘Sanskriti’ has been derived from the root ‘Kri (to do) of Sanskrit language. Three words came from this root ‘Kri; prakriti’ (basic matter or condition), ‘Sanskriti’ (refined matter or condition) and ‘vikriti’ (modified or decayed matter or condition) when ‘prakriti’ or a raw material is refined it becomes ‘Sanskriti’ and when broken or damaged it becomes ‘vikriti’. OBJECTIVES After studying this lesson you will be able to: understand the concept and meaning of culture; establish the relationship between culture and civilization; Establish the link between culture and heritage; discuss the role and impact of culture in human life. 1.1 CONCEPT OF CULTURE Culture is a way of life. The food you eat, the clothes you wear, the language you speak in and the God you worship all are aspects of culture. In very simple terms, we can say that culture is the embodiment of the way in which we think and do things. It is also the things Indian Culture and Heritage Secondary Course 1 MODULE - I Culture: An Introduction Understanding Culture that we have inherited as members of society. All the achievements of human beings as members of social groups can be called culture. -
Ancient Indian Leaps Into Mathematics Editors B.S
B.S. Yadav Man Mohan Editors Ancient Indian Leaps into Mathematics Editors B.S. Yadav (Deceased) Man Mohan Ramjas College University of Delhi 110 007 New Delhi India [email protected] ISBN 978-0-8176-4694-3 e-ISBN 978-0-8176-4695-0 DOI 10.1007/978-0-8176-4695-0 Springer New York Dordrecht Heidelberg London Library of Congress Control Number: 2010937771 Mathematics Subject Classification (2010): 01A32, 01A16, 01A17, 01A25, 01A27, 01A29 c Springer Science+Business Media, LLC 2011 All rights reserved. This work may not be translated or copied in whole or in part without the written permission of the publisher (Springer Science+Business Media, LLC, 233 Spring Street, New York, NY 10013, USA), except for brief excerpts in connection with reviews or scholarly analysis. Use in connection with any form of information storage and retrieval, electronic adaptation, computer software, or by similar or dissimilar methodology now known or hereafter developed is forbidden. The use in this publication of trade names, trademarks, service marks, and similar terms, even if they are not identified as such, is not to be taken as an expression of opinion as to whether or not they are subject to proprietary rights. Printed on acid-free paper www.birkhauser-science.com Dedicated to the memory of U. N. SINGH The Founder of the Indian Society for History of Mathematics U. N. Singh (November 19, 1920 – April 9, 1989) Professor B. S. Yadav (31 July 1931 – 24 February 2010) B. S. Yadav was born in Mathura, India. He dedicated his whole life to the cause of mathematics and the history of mathematical sciences. -
Rationale of the Chakravala Process of Jayadeva and Bhaskara Ii
HISTORIA MATHEMATICA 2 (1975) , 167-184 RATIONALE OF THE CHAKRAVALA PROCESS OF JAYADEVA AND BHASKARA II BY CLAS-OLOF SELENIUS UNIVERSITY OF UPPSALA SUMMARIES The old Indian chakravala method for solving the Bhaskara-Pell equation or varga-prakrti x 2- Dy 2 = 1 is investigated and explained in detail. Previous mis- conceptions are corrected, for example that chakravgla, the short cut method bhavana included, corresponds to the quick-method of Fermat. The chakravala process corresponds to a half-regular best approximating algorithm of minimal length which has several deep minimization properties. The periodically appearing quantities (jyestha-mfila, kanistha-mfila, ksepaka, kuttak~ra, etc.) are correctly understood only with the new theory. Den fornindiska metoden cakravala att l~sa Bhaskara- Pell-ekvationen eller varga-prakrti x 2 - Dy 2 = 1 detaljunders~ks och f~rklaras h~r. Tidigare missuppfatt- 0 ningar r~ttas, sasom att cakravala, genv~gsmetoden bhavana inbegripen, motsvarade Fermats snabbmetod. Cakravalaprocessen motsvarar en halvregelbunden b~st- approximerande algoritm av minimal l~ngd med flera djupt liggande minimeringsegenskaper. De periodvis upptr~dande storheterna (jyestha-m~la, kanistha-mula, ksepaka, kuttakara, os~) blir forstaellga0. 0 . f~rst genom den nya teorin. Die alte indische Methode cakrav~la zur Lbsung der Bhaskara-Pell-Gleichung oder varga-prakrti x 2 - Dy 2 = 1 wird hier im einzelnen untersucht und erkl~rt. Fr~here Missverst~ndnisse werden aufgekl~rt, z.B. dass cakrav~la, einschliesslich der Richtwegmethode bhavana, der Fermat- schen Schnellmethode entspreche. Der cakravala-Prozess entspricht einem halbregelm~ssigen bestapproximierenden Algorithmus von minimaler L~nge und mit mehreren tief- liegenden Minimierungseigenschaften. Die periodisch auftretenden Quantit~ten (jyestha-mfila, kanistha-mfila, ksepaka, kuttak~ra, usw.) werden erst durch die neue Theorie verst~ndlich. -
The GREAT ARC 1-23.Qxd 6/24/03 5:27 PM Page 2
1-23.qxd 6/24/03 5:27 PM Page 1 The GREAT ARC 1-23.qxd 6/24/03 5:27 PM Page 2 SURVEY of INDIA AN INTRODUCTION Dr. Prithvish Nag, Surveyor General of India he Survey of lndia has played an invaluable respite, whether on the slopes of the Western Ghats, role in the saga of India’s nation building. the swampy areas of the Sundarbans, ponds and TIt has seldom been realized that the founding tanks, oxbow lakes or the meandering rivers of of modern India coincides with the early activities of Bengal, Madurai or the Ganga basin. Neither were this department, and the contribution of the Survey the deserts spared, nor the soaring peaks of the has received little emphasis - not even by the Himalayas, the marshlands of the Rann of Kutch, department itself. Scientific and development rivers such as the Chambal in the north and Gandak initiatives in the country could not have taken place to the east, the terai or the dooars.With purpose and without the anticipatory actions taken by the dedication the intrepid men of the Survey confronted department, which played an indispensable the waves of the Arabian Sea and Bay of Bengal, dust pioneering role in understanding the country’s storms of Rajasthan, cyclones of the eastern coast, the priorities in growth and defense. cold waves of the north and the widespread The path-breaking activities of the Survey came, monsoons and enervating heat. of course, at a price and with immense effort. The It was against this price, and with the scientific measurement of the country, which was the determination and missionary zeal of the Survey’s Survey’s primary task, had several ramifications. -
Aryabhatiya with English Commentary
ARYABHATIYA OF ARYABHATA Critically edited with Introduction, English Translation. Notes, Comments and Indexes By KRIPA SHANKAR SHUKLA Deptt. of Mathematics and Astronomy University of Lucknow in collaboration with K. V. SARMA Studies V. V. B. Institute of Sanskrit and Indological Panjab University INDIAN NATIONAL SCIENCE ACADEMY NEW DELHI 1 Published for THE NATIONAL COMMISSION FOR THE COMPILATION OF HISTORY OF SCIENCES IN INDIA by The Indian National Science Academy Bahadur Shah Zafar Marg, New Delhi— © Indian National Science Academy 1976 Rs. 21.50 (in India) $ 7.00 ; £ 2.75 (outside India) EDITORIAL COMMITTEE Chairman : F. C. Auluck Secretary : B. V. Subbarayappa Member : R. S. Sharma Editors : K. S. Shukla and K. V. Sarma Printed in India At the Vishveshvaranand Vedic Research Institute Press Sadhu Ashram, Hosbiarpur (Pb.) CONTENTS Page FOREWORD iii INTRODUCTION xvii 1. Aryabhata— The author xvii 2. His place xvii 1. Kusumapura xvii 2. Asmaka xix 3. His time xix 4. His pupils xxii 5. Aryabhata's works xxiii 6. The Aryabhatiya xxiii 1. Its contents xxiii 2. A collection of two compositions xxv 3. A work of the Brahma school xxvi 4. Its notable features xxvii 1. The alphabetical system of numeral notation xxvii 2. Circumference-diameter ratio, viz., tz xxviii table of sine-differences xxviii . 3. The 4. Formula for sin 0, when 6>rc/2 xxviii 5. Solution of indeterminate equations xxviii 6. Theory of the Earth's rotation xxix 7. The astronomical parameters xxix 8. Time and divisions of time xxix 9. Theory of planetary motion xxxi - 10. Innovations in planetary computation xxxiii 11. -
Kamala¯Kara Commentary on the Work, Called Tattvavivekodāharan
K related to the Siddhānta-Tattvaviveka, one a regular Kamala¯kara commentary on the work, called Tattvavivekodāharan. a, and the other a supplement to that work, called Śes.āvasanā, in which he supplied elucidations and new K. V. SARMA material for a proper understanding of his main work. He held the Sūryasiddhānta in great esteem and also wrote a Kamalākara was one of the most erudite and forward- commentary on that work. looking Indian astronomers who flourished in Varanasi Kamalākara was a critic of Bhāskara and his during the seventeenth century. Belonging to Mahar- Siddhāntaśiroman. i, and an arch-rival of Munīśvara, a ashtrian stock, and born in about 1610, Kamalākara close follower of Bhāskara. This rivalry erupted into came from a long unbroken line of astronomers, bitter critiques on the astronomical front. Thus Ranga- originally settled at the village of Godā on the northern nātha, younger brother of Kamalākara, wrote, at the . banks of the river Godāvarī. Towards AD 1500, the insistence of the latter, a critique on Munīśvara’s Bhangī family migrated to Varanasi and came to be regarded as method (winding method) of true planets, entitled . reputed astronomers and astrologers. Kamalākara Bhangī-vibhangī (Defacement of the Bhangi), to which . studied traditional Hindu astronomy under his elder Munīśvara replied with a Khand.ana (Counter). Munīś- brother Divākara, but extended the range of his studies vara attacked the theory of precession advocated by to Islamic astronomy, particularly to the school of Kamalākara, and Ranganātha refuted the criticisms of his Ulugh Beg of Samarkand. He also studied Greek brother in his Loha-gola-khan.