'Sastra Pratibha Contest'
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Mathematicians
MATHEMATICIANS [MATHEMATICIANS] Authors: Oliver Knill: 2000 Literature: Started from a list of names with birthdates grabbed from mactutor in 2000. Abbe [Abbe] Abbe Ernst (1840-1909) Abel [Abel] Abel Niels Henrik (1802-1829) Norwegian mathematician. Significant contributions to algebra and anal- ysis, in particular the study of groups and series. Famous for proving the insolubility of the quintic equation at the age of 19. AbrahamMax [AbrahamMax] Abraham Max (1875-1922) Ackermann [Ackermann] Ackermann Wilhelm (1896-1962) AdamsFrank [AdamsFrank] Adams J Frank (1930-1989) Adams [Adams] Adams John Couch (1819-1892) Adelard [Adelard] Adelard of Bath (1075-1160) Adler [Adler] Adler August (1863-1923) Adrain [Adrain] Adrain Robert (1775-1843) Aepinus [Aepinus] Aepinus Franz (1724-1802) Agnesi [Agnesi] Agnesi Maria (1718-1799) Ahlfors [Ahlfors] Ahlfors Lars (1907-1996) Finnish mathematician working in complex analysis, was also professor at Harvard from 1946, retiring in 1977. Ahlfors won both the Fields medal in 1936 and the Wolf prize in 1981. Ahmes [Ahmes] Ahmes (1680BC-1620BC) Aida [Aida] Aida Yasuaki (1747-1817) Aiken [Aiken] Aiken Howard (1900-1973) Airy [Airy] Airy George (1801-1892) Aitken [Aitken] Aitken Alec (1895-1967) Ajima [Ajima] Ajima Naonobu (1732-1798) Akhiezer [Akhiezer] Akhiezer Naum Ilich (1901-1980) Albanese [Albanese] Albanese Giacomo (1890-1948) Albert [Albert] Albert of Saxony (1316-1390) AlbertAbraham [AlbertAbraham] Albert A Adrian (1905-1972) Alberti [Alberti] Alberti Leone (1404-1472) Albertus [Albertus] Albertus Magnus -
Bengali English Calendar 2018 Pdf
Bengali english calendar 2018 pdf Continue Bengali Calendar 1425 (Eng: 2018-2019) Baisakh- 13/14. Joystha -10/18. Jordi. Sharaban - 13.Vadra - 4/14. Aswin - 3. Kartik -1/2/4/9/12. Agrahan - 11/14. Wells -1/8/11 . Magh - 1/4. Falgun -9/12. Chaitra - 1. USK: All agesBengali Calendar PanjikaBengali Calendar is also known as the Bangla Calendar or Bong Calendar. The current Bengali year is the Bengali calendar 1425 BS or Bengali Sambat. The Bengali calendar is based on the solar calendar. There are two types of Bengali calendar. One is used as an offical calendar in Bangladesh (BD) and another used in the Indian states (IN) of West Bengal (WB), Tripura and Assam. * - Easy scrolling view* - Vertical view* - Updated by Bengali Year ১৪২৫ (1425)* - Bengal calendar 2018* - best calendar application* - calendar application 2018* - 2019 calendar application* - Bengal calendar 2018* - Bengali calendar 2018bengali calendar 1425bengalicalendar1425bengali panjikabengali panjika 2018bengali panjika marriage datesbang English calendar today and calendar appsbangla datebengali calendar new year calendar bengali calendar online bangladesh calendar bangladesh calendars bangladesh calendarbengali and english calendarbengali full panjikapanjikaBangla date of marriage Date MarchNew Bangladesh panjika2018 Bangladesh panjikaBangla panjika 2018 West Bengal Festivals 321 Contains Ads Calendar Bangla 2019 application is useful for people from West Bengal and Bengali speaking to people all over the world. This application intends to bring you information about Calendar -
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. -
Download Book
PANCI! ASIDDIIANTIKA TIIU ASTRONOMICAL WORK V A 11 A II A MI III II A. TI1IC TEXT, KDITKD WITH AN O'llKIINAlj (U)MMKNTAIIY 1"N SANS AND AN KNOIJSII TRANSLATION AND 1NT1K )DUCT1( ) (1. Tll.niAliT, I'll. '!). i I ) I L I J I > i 1. 1 1 1 ) I 1 ) 1 . M A i I A MA LOPA Y A Y A S A K A A V V E rKlNTKJ) l.V K. ,i. LAZ.MUJN ANP CO., AT TISK J!K1M(.!A1. HALL .PUKSS, 11KNAHEH PKEFACE, There Is some reason to fear that the feeling .of any one who may examine in detail this edition and translation of Varaha Mihira's astronomi- cal work will, in the first place, be wonder at the boldness of the editors. I am indeed fully conscious that on the imperfect materials at our disposal an edition in the strict sense of the word cannot be based, and that what we are able to offer at present deserves no other name but that of a first attempt of the to give a o-eneral idea of the contents PanchasiddMntika. It * o c> would, in these circumstances, possibly have been wiser to delay an edition of the work until more correct Manuscripts have been discovered. Two consider- ations, however, in the end induced us no longer to keep back the results, however imperfect, of our long continued endeavours to restore and elucidate the text of the PanchasiddhantikiL In the first place we" were encouraged by the consideration that texts of purely mathematical or astronomical con- tents may, without great disadvantages, be submitted to a much rougher and bolder treatment than texts of other kinds. -
Editors Seek the Blessings of Mahasaraswathi
OM GAM GANAPATHAYE NAMAH I MAHASARASWATHYAI NAMAH Editors seek the blessings of MahaSaraswathi Kamala Shankar (Editor-in-Chief) Laxmikant Joshi Chitra Padmanabhan Madhu Ramesh Padma Chari Arjun I Shankar Srikali Varanasi Haranath Gnana Varsha Narasimhan II Thanks to the Authors Adarsh Ravikumar Omsri Bharat Akshay Ravikumar Prerana Gundu Ashwin Mohan Priyanka Saha Anand Kanakam Pranav Raja Arvind Chari Pratap Prasad Aravind Rajagopalan Pavan Kumar Jonnalagadda Ashneel K Reddy Rohit Ramachandran Chandrashekhar Suresh Rohan Jonnalagadda Divya Lambah Samika S Kikkeri Divya Santhanam Shreesha Suresha Dr. Dharwar Achar Srinivasan Venkatachari Girish Kowligi Srinivas Pyda Gokul Kowligi Sahana Kribakaran Gopi Krishna Sruti Bharat Guruganesh Kotta Sumedh Goutam Vedanthi Harsha Koneru Srinath Nandakumar Hamsa Ramesha Sanjana Srinivas HCCC Y&E Balajyothi class S Srinivasan Kapil Gururangan Saurabh Karmarkar Karthik Gururangan Sneha Koneru Komal Sharma Sadhika Malladi Katyayini Satya Srivishnu Goutam Vedanthi Kaushik Amancherla Saransh Gupta Medha Raman Varsha Narasimhan Mahadeva Iyer Vaishnavi Jonnalagadda M L Swamy Vyleen Maheshwari Reddy Mahith Amancherla Varun Mahadevan Nikky Cherukuthota Vaishnavi Kashyap Narasimham Garudadri III Contents Forword VI Preface VIII Chairman’s Message X President’s Message XI Significance of Maha Kumbhabhishekam XII Acharya Bharadwaja 1 Acharya Kapil 3 Adi Shankara 6 Aryabhatta 9 Bhadrachala Ramadas 11 Bhaskaracharya 13 Bheeshma 15 Brahmagupta Bhillamalacarya 17 Chanakya 19 Charaka 21 Dhruva 25 Draupadi 27 Gargi -
Review of Research Impact Factor : 5.7631(Uif) Ugc Approved Journal No
Review Of ReseaRch impact factOR : 5.7631(Uif) UGc appROved JOURnal nO. 48514 issn: 2249-894X vOlUme - 8 | issUe - 2 | nOvembeR - 2018 __________________________________________________________________________________________________________________________ ANCIENT INDIAN CONTRIBUTIONS TOWARDS MATHEMATICS Madhuri N. Gadsing Department of Mathematics, Jawahar Arts, Science and Commerce College, Anadur (M.S.), India. ABSTRACT Mathematics having been a progressive science has played a significant role in the development of Indian culture for millennium. In ancient India, the most famous Indian mathematicians, Panini (400 CE), Aryabhata I (500 CE), Brahmagupta (700 CE), Bhaskara I (900 CE), Mahaviracharya (900 CE), Aryabhata II (1000 CE), Bhaskara II (1200 CE), chanced to discover and develop various concepts like, square and square roots, cube and cube roots, zero with place value, combination of fractions, astronomical problems and computations, differential and integral calculus etc., while meditating upon various aspects of arithmetic, geometry, astronomy, modern algebra, etc. In this paper, we review the contribution of Indian mathematicians from ancient times. KEYWORDS: Mathematics , development of Indian , astronomical problems and computations. INTRODUCTION: Mathematics having been a progressive science has played a significant role in the development of Indian culture for millennium. Mathematical ideas that originated in the Indian subcontinent have had a profound impact on the world. The aim of this article is to give a brief review of a few of the outstanding innovations introduced by Indian mathematicians from ancient times. In ancient India, the most famous Indian mathematicians belong to what is known as the classical era [1-8]. This includes Panini (400 CE), Aryabhata I (500 CE) [9], Brahmagupta (700 CE), Bhaskara I (900 CE) [5, 6], Mahavira (900 CE), Aryabhata II (1000 CE), Bhaskaracharya or Bhaskara II (1200 CE) [10-13]. -
Legal Status of Ayurvedic, Siddha & Unani Medicines in India
Govt. of India Department of AYUSH Ministry of Health and Family Welfare Pharmacopoeial Laboratory for Indian Medicines GHAZIABAD LEGAL STATUS OF AYURVEDIC, SIDDHA & UNANI MEDICINES Dr. D.R. Lohar, M.Sc., Ph.D. Director Government of India Department of AYUSH Ministry of Health & Family Welfare PHARMACOPOEIAL LABORATORY FOR INDIAN MEDICINES GHAZIABAD PREFACE uring the past five decades, the Ayurvedic, Siddha and Unani DD Pharmaceutical Industries have provided a vast range of drugs for human use and have evolved an increasing sophistication in the production of medicaments. Manufacture and quality control of Ayurvedic, Siddha and Unani Medicines come under the purview of Drugs & Cosmetics Act. Regulatory and recommendatory standards for most of them have been released. There has been appreciable acceptance with considerable improvement in quality. Information about manufacture, sale, import of Ayurvedic, Siddha and Unani medicines in relation to pharmacopoeia and legal provisions etc. are scattered. Attempts have been made to bring various aspects of manufacture of Ayurvedic, Siddha and Unani drugs, quality control measures, legal provisions relating to quality control and the penal actions at one place so that it may become handy for manufacturers, pharmacies, and the persons involved in quality control of Ayurvedic, Siddha and Unani medicines. The need of compilation of different Ayurvedic, Siddha and Unani manufacturing processes, Good Manufacturing Practices and the related portion of Drugs & Cosmetics Act to create general awareness among the persons who are involved in this professions or who are keen in this profession was long felt. This laboratory has made an endeavor to compile such information. Besides the Legal provisions of ASU medicines, related provisions and proforma for import of medicines (which are directly or indirectly related to ASU medicines, marker compounds or materials for research or self use) have also been given for related products. -
From Jantar-Mantar to Kavalur
Registered with the Registrar of Newspapers of India: RN.70269/98 ISSN: 0972-169X Monthly Newsletter of Vigyan Prasar December 15, 1999 Vol. 2 No.3 VP News Inside SCIENCE VIDEOS FROM VIGYAN PRASAR Coverage of science in Indian mass media, especially television, has been very poor. One reason, often heard in media circles, is the absence of a Editorial mechanism to cover stories of latest R&D developments from the science and technology institutions in the country. To bridge the gap between Mass media and R&D institutions, Vigyan Prasar has recently launched a science video Prasanta Chandra feature service on experimental basis. Mahalanobis Six feature stories have been produced last month. Three features on National Bureau of Plant Genetic Resources and three on latest developments from the National Physical Laboratory, New Delhi. The feature stories cover From Jantar-Mantar the profile of the largest gene bank in the world - the NBPGR, various Ex-situ techniques to conserve seeds and a report on the plant quarantine division. to Kavalur The stories from NPL cover the 'Teleclock' service to transmit Time Data digitally through a telephone line, the SODAR - Sound Detection and flanging technique for air pollution management and the piezoelectric Accelerometer The Story of Wool PL-810 to measure vibrations. R&D organizations may write to us for covering interesting Research and Development works happening in their laboratories. Delhi's Water and Solid Waste Management: Emerging Scenario Vigyan Prasar has launched a series on India's Environmental Hotspots. The latest publication in this series is on Delhi's water and waste management scenario. -
Bibliography
Bibliography A. Aaboe, Episodes from the Early History of Mathematics (Random House, New York, 1964) A.D. Aczel, Fermat’s Last Theorem: Unlocking the Secret of an Ancient Mathematical Problem (Four Walls Eight Windows, New York, 1996) D. Adamson, Blaise Pascal: Mathematician, Physicist, and Thinker About God (St. Martin’s Press, New York, 1995) R.P. Agarwal, H. Agarwal, S.K. Sen, Birth, Growth and Computation of Pi to ten trillion digits. Adv. Differ. Equat. 2013, 100 (2013) A.A. Al-Daffa’, The Muslim Contribution to Mathematics (Humanities Press, Atlantic Highlands, 1977) A.A. Al-Daffa’, J.J. Stroyls, Studies in the Exact Sciences in Medieval Islam (Wiley, New York, 1984) E.J. Aiton, Leibniz: A Biography (A. Hilger, Bristol, Boston, 1984) R.E. Allen, Greek Philosophy: Thales to Aristotle (The Free Press, New York, 1966) G.J. Allman, Greek Geometry from Thales to Euclid (Arno Press, New York, 1976) E.N. da C. Andrade, Sir Issac Newton, His Life and Work (Doubleday & Co., New York, 1954) W.S. Anglin, Mathematics: A Concise History and Philosophy (Springer, New York, 1994) W.S. Anglin, The Queen of Mathematics (Kluwer, Dordrecht, 1995) H.D. Anthony, Sir Isaac Newton (Abelard-Schuman, New York, 1960) H.G. Apostle, Aristotle’s Philosophy of Mathematics (The University of Chicago Press, Chicago, 1952) R.C. Archibald, Outline of the history of mathematics.Am. Math. Monthly 56 (1949) B. Artmann, Euclid: The Creation of Mathematics (Springer, New York, 1999) C.N. Srinivasa Ayyangar, The History of Ancient Indian Mathematics (World Press Private Ltd., Calcutta, 1967) A.K. Bag, Mathematics in Ancient and Medieval India (Chaukhambha Orientalia, Varanasi, 1979) W.W.R. -
VI Indian Mathematics
VI Indian Mathematics A large and ancient civilization grew in the Indus River Valley in Pakistan beginning at least by 7,000 B.C.E. One of the older and larger sites is at Mehrgarh. The remains of this site are on the Kachi Plain near the Bolan pass in Baluchistan, Pakistan. The earliest people inhabiting Mehrgarh were semi-nomadic, farmed wheat, barley and kept sheep, goats and cattle. There was no use of pottery in the early era, from 7,000 to 5500 B.C.E. The structures were simple mud buildings with four rooms. The burials of males included more material goods in this time. From 5500 to 3500 B.C.E. there was use of pottery and more elaborate female burials. Stone and copper drills were used to create beads, and the remains of two men have dental holes drilled in their teeth. Mehrgarh was abandoned between 2600 and 2000 B.C.E., when the Harrappan civilization grew nearer to the Indus River. From 2300 to 1750 B.C.E. there was an advanced and large civilization in the Indus and Ghaggar-Hakra River Valleys in Pakistan. The Ghaggar-Hakra River system is largely dried up, now. Many sites have been excavated over a large area stretching from the foothills of the Himalayas to the Arabian sea. The most famous cities are Mohenjo-Daro and Harrappa. These were both planned cities which were larger than any cities of the time in Mesopotamia or Egypt. We have thousands of stone and pottery objects with the as yet undeciphered script of these people on them. -
History of Science and Technology in India
DDCE/History (M.A)/SLM/Paper HISTORY OF SCIENCE AND TECHNOLOGY IN INDIA By Dr. Binod Bihari Satpathy 1 CONTENT HISTORY OF SCIENCE AND TECHNOLOGY IN INDIA Unit.No. Chapter Name Page No Unit-I. Science and Technology- The Beginning 1. Development in different branches of Science in Ancient India: 03-28 Astronomy, Mathematics, Engineering and Medicine. 2. Developments in metallurgy: Use of Copper, Bronze and Iron in 29-35 Ancient India. 3. Development of Geography: Geography in Ancient Indian Literature. 36-44 Unit-II Developments in Science and Technology in Medieval India 1. Scientific and Technological Developments in Medieval India; 45-52 Influence of the Islamic world and Europe; The role of maktabs, madrasas and karkhanas set up. 2. Developments in the fields of Mathematics, Chemistry, Astronomy 53-67 and Medicine. 3. Innovations in the field of agriculture - new crops introduced new 68-80 techniques of irrigation etc. Unit-III. Developments in Science and Technology in Colonial India 1. Early European Scientists in Colonial India- Surveyors, Botanists, 81-104 Doctors, under the Company‘s Service. 2. Indian Response to new Scientific Knowledge, Science and 105-116 Technology in Modern India: 3. Development of research organizations like CSIR and DRDO; 117-141 Establishment of Atomic Energy Commission; Launching of the space satellites. Unit-IV. Prominent scientist of India since beginning and their achievement 1. Mathematics and Astronomy: Baudhayan, Aryabhtatta, Brahmgupta, 142-158 Bhaskaracharya, Varahamihira, Nagarjuna. 2. Medical Science of Ancient India (Ayurveda & Yoga): Susruta, 159-173 Charak, Yoga & Patanjali. 3. Scientists of Modern India: Srinivas Ramanujan, C.V. Raman, 174-187 Jagdish Chandra Bose, Homi Jehangir Bhabha and Dr. -
Review Article
Sharada Khanal et al / Int. J. Res. Ayurveda Pharm. 9 (3), 2018 Review Article www.ijrap.net CRITICAL REVIEW OF RASA DRAVYA IN SHARANGADHARA SAMHITA Sharada Khanal 1*, Govinda Sharma K 2, Vinay R. Kadibagil 3, Ramesh Paudel 4 1PG Scholar, Department of Rasasashtra and Bhaishajya Kalpana, Sri Dharmasthala Manjunatheswara College of Ayurveda and Hospital Hassan, Karnataka, India 2Associate Professor, Department of Rasasashtra and Bhaishajya Kalpana, Sri Dharmasthala Manjunatheswara College of Ayurveda and Hospital Hassan, Karnataka, India 3HOD & Professor, Department of Rasasashtra and Bhaishajya Kalpana, Sri Dharmasthala Manjunatheswara College of Ayurveda and Hospital Hassan, Karnataka, India 4PG Scholar, Department of Shalya Tantra, Sri Dharmasthala Manjunatheswara College of Ayurveda and Hospital Hassan, Karnataka, India Received on: 25/01/18 Accepted on: 23/03/18 *Corresponding author E-mail: [email protected] DOI: 10.7897/2277-4343.09378 ABSTRACT Sharangadhara Samhita the authentic text of Ayurveda and is one among the Laghutrayee. The book is bifurcated into three Khanda (Parts) naming Prathama, Madhyama, Uttara Khanda. There are 7 chapters in Prathama khanda, 12 in Madhyama khanda and 13 in Uttara khanda. The salient features of the book are Nadi Pareksha (Pulse examination), Pharmacological terms, Principles and practice of pharmaceutics with number of Formulation. In this work an attempt has been done to review complete book to search the use of rasa dravya (Mineral drugs). The rasa dravya which were used as an ingredient, as anupana (adjuvant), used for storage purposes and also in cooking were enlisted in the present work. The book is more focused to Bhaishajya Kalpana, but the author has given importance to Rasa Dravyas also.