The Vedangas for the First Time Reader by N.Krishnaswamy
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JW^2014 ELA FOUNDATION 6-9 February 2014, Pune, India
ARRCN JW^2014 ELA FOUNDATION 6-9 February 2014, Pune, India Book of Scientific Abstracts INTERNATIONAL RAPTOR CONFERENCE 8TH ARRCN. PUNE, INDIA - 2014 ELA FOUNDATION Sponsors for ISG: International Students Grant • IDEA Consultants, Inc. Japan • West Japan Engineering Consultants, Inc. Japan • Hokuriku Birds Research Institute Inc. Japan • CTI Engineering Co., Ltd. Japan • The General Environmental Technos Co., Ltd. Japan • Techno Chubu Company Ltd. Japan • Nishi-Nihon Engineering Consultant Co.,Ltd. Japan • Usami Zorin (Usami Forestry Services) Co., Ltd. Japan • The Peregrine Fund, USA • Sandeep Jagdhane & Associates, India International Raptor Conference, 8 ARRCN, India. Pune 6-9 February, 2014 >TH Scientific Abstracts S ELA FOUNDATION Organizer ELA FOUNDATION www.elafoundation.org Ela Foundation Co-organizers USER PUNE ARRCN USER Pune High Places www.elafoundation.org International Raptor Conference, 8th ARRCN, India. Pune 6-9 February, 2014 COMMITTEES CHIEF ORGANIZING SECRETARY Dr. Satish A. Pande, MB, MD, DNB,PhD, F.M.A.Sci. Director, Ela Foundation and OENSL, Pune, India. JOINT-ORGANIZING SECRETARY Prof. Milind Watwe, PhD. USER, Pune CO-ORGANIZING SECRETARY Dr Anand Padhye , PhD. MES AG, College, Pune. ADVISORY COMMITTEE Tom Yamazaki San, President ARRCN, Japan. Dr. K. N. Ganesh, Director, USER, Pune. Dr. K. Venkataraman, Director, ZSI Dr. A. C. Mishra, Director, National Institute of Virology, Pune Prof. P. A. Azeez - Director, Salim Ali Centre for Ornithology and Natural History, Coimbatore Prof. Richard Watson, The Peregrine Fund, USA. Prof. Richard Reading, Director, Conservation Biology, Denver Zoo, USA. Prof. Cheryl Dykstra, Editor-in-Chief, Journal of Raptor Research, RRF, USA. Sudhir Darode, Director, Darode Jog Properties Padmashree Achyut Gokhale, IAS Satish Pradhan, Group Head HR, Tata Sons Ravi Pandit, Chairman and Group CEO, KPIT Cummins, Pune SCIENTIFIC COMMITTEE Chairman: Prof. -
Contents - at a Glance
Contents - at a glance Preface xm • What are the Vedas? 1. Yajna - A Celebration • Why study the Vedas? • Subjects of the Vedas of life 1 • Original form of the Vedas 2. Introduction to the Yajna • Origin of the Vedas Tradition 4 The Vedas individually 34 Genesis of yajna 4 Rig Veda • Rig Veda Yajur Veda • Yajur Veda Sama Veda • Shatapatha Brahmana Arthava Veda • Bhagavad Gita • Usage of the word 'brahman' • Puranas • Brahmana Granthas Vedas, Vedic dharma and yajna 8 • Aranyaka • Purushartha and kratvartha • Upanishads • Birth of the Vedic concept of yajna • Vedangas Etymology of the term 'yajna 11 • Puranas Universal principle of give Supportive articles of the and take 12 yajna structure 41 Relevance of yajna today 15 Mantras 41 Vastness of yajna 15 Devatas 41 Yajna - foundation of life 16 Dravya 43 3. Vedic Foundations 4. Devata - the Luminary of Yajna 18 in a Yajna 46 Foundation of the concept The concept of devata 46 of yajna 19 Etymology of the term'devata' 47 Culture 19 Characteristics of devatas 48 Culture and civilization 21 Importance of devata dhyanam 49 Culture and religion 23 Yoga and devata dhyanam 51 Culture and literature 25 Number of devatas 5 2 Plinth of the yajna structure 2 6 Devatas in Vedic verses 54 • The Vedas collectively Forms of devatas 56 • Parts of the Vedas Functions of devatas from the Samhita three lokas 57 Brahmanas Description of devatas 5 7 Aranyakas 1. Prithivi based devatas Upanishads 2. Antariksha based devatas Vll 3. Dyu loka-based devatas 7, Mechanics of Yajna 4. Vishvedeva 97 5. -
Philosophy of Mathematics
Chapter 1: Philosophy of Mathematics: A Historical Introduction 1.0 Introduction Mathematics presents itself as a science in the general sense in which history is a science, namely as sector in the quest for truth. Historians aim at establishing the truth about what was done by and what happened to human beings in the past. 12 The history of mathematics is primarily an investigation into the origin of discoveries in mathematics, the standard mathematical methods and notations of the past. In this chapter, first we make a brief survey of the history of mathematics in view of placing Gödel’s Theorems within the historical trajectory of mathematics. Next we present contemporary developments in the philosophy of mathematics as a platform to delineate the relationship between mathematics and logic in general and also to expose the philosophical implications of Gödel’s Incompleteness Theorem in particular. 1.1 Historical Phases in the Development of Mathematics The most ancient mathematical texts available are Plimpton 322 (Babylonian mathematics c. 1900 BCE), the Moscow Mathematical Papyrus (Egyptian mathematics c. 1850 BC), the Rhind Mathematical Papyrus (Egyptian mathematics c. 12 Refer Michel Dummett, “What is Mathematics About?” in Alexander George (ed.), Mathematics and Mind , Oxford University Press, Oxford, 1994, 11-26. 21 1650 BC), and the Shulba Sutras (Indian mathematics c. 800 BC). 13 All these texts concern the so-called Pythagorean theorem, which seems to be the most ancient and widespread mathematical development after basic arithmetic and geometry. Egyptian and Babylonian mathematics were then further developed in Greek and Hellenistic mathematics, which is generally considered to be very important for greatly expanding both the method and the subject matter of mathematics. -
Introduction to History of Architecture in India Professor Dr Pushkar Sohoni Indian Institute of Science Education & Researc
Introduction to History of Architecture in India Professor Dr Pushkar Sohoni Indian Institute of Science Education & Research, Pune National Programme on Technology Enhanced Learning Humanities and Social Sciences, IISER Pune Early Architecture Today we will look at early architecture in India starting with the bronze age going right up to the decline of Buddhism in India. (Refer Slide Time: 0:27) The Indus valley civilization which is considered to be in the middle of the bronze age in the north west corner of an undivided India was followed by a vedic culture because of people who moved in from the cockus mountains in Europe. In south india simultaneously we have megaliths all of these developments will be followed by kingdoms in central and North India the birth of the Buddha. And of mahaveera the rise of the mauryas with emperor Ashok expanding the mauryan kingdom and then the beginning of temple Hinduism in the mean time Buddhist cave sides will have chaityas and also Viharas and we start getting somewhere around the second third fourth century CE free standing temples the first one being temple 17 at sanchi. (Refer Slide Time: 1:32) But to begin with we have to start with the Indus valley a civilization which is divided into 3 even phases early mature and late the Indus valley is characterised. (Refer Slide Time: 1:47) By a uniformity of majors and standards that you find across a very large area they construct big urban centers in bricks the bricks are of uniform measurements most of the layouts are grid ion which use to say streets early at right angles to each other and you have very sophisticated systems of drainage and sewage in all the cities of demanders. -
Vedic Mathematics and the Spiritual Dimension
The Secret of High-speed mental computations Vedic Vision “There are things which seem incredible to most men who have not studied mathematics.” – Archimedes. “Spiritually advanced cultures were not ignorant of the principles of mathematics, but they saw no necessity to explore those principles beyond that which was helpful in the advancement of God realization.” – Vedic Mathematics and the Spiritual Dimension. 4 frailties We have imperfect senses. Karana-patava We fall into illusion. pramada We make mistakes. bhrama We have cheating propensities. vipralipsa Descending Vedic knowledge Perfect [CC Adi 2.86, CC Adi 7.107] VEDIC KNOWLEDGE Revealed Absolute Truth Composed by sages Every word unchanged eternally SRUTI SMRTI Wording may change from age to age VEDAS UPAVEDAS Ritual Sutras Tantras Rg, Yajur, Dhanurveda VEDANGAS Connected to Spoken by Lord Pancaratras Puranas Itihasas Six Darshanas Sama, Atharva Ayurveda, Kalpa-vedanga Siva to Parvati Gandharvaveda, Sthapatyaveda Smarta Sutras Srauta Sutras Samhitas Kalpa Vaisnava explains 18 Major mantras ritual details worship public yajnas Srauta Brahmanas Sutras Grhya Sutras Siksa ritual explanation explains pronunciation 18 Minor of mantras home yajnas Tamasic Aranyakas Vyakarana Sulba Dharma Sutras esoteric explanation grammar Sutras Law books of mantras Rajasic Upanisads Nirukta Jnana-kanda etymology Dharma Sastras philosophy of Brahman including Manu- Sattvic samhita and others Chandas meters Jyotisa Vedanta Mimamsa Nyaya Vaisesika (Gautama) astronomy-time (Vyasa) (Jaimini) (Kanada) -
Histroy of Astrology
THE HISTORY OF ASTROLOGY THE HISTORY OF ASTROLOGY Astrology consists of a number of belief systems which hold that there is a relationship between visible astronomical phenomena and events in the human world. In the West, astrology most often consists of a system of horoscopes that claim to predict aspects of an individual's personality or life history based on the positions of the sun, moon, and planetary objects at the time of their birth. Many other cultures have attached importance to astronomical events, and the Indian, Chinese, and Mayan cultures developed elaborate systems for predicting terrestrial events from celestial observations. Source : Wikipedia, the free encyclopedia THE HISTORY OF ASTROLOGY Astrology’s origins in Indo-European cultures trace to the third millennium BCE, with roots in calendrical systems used to predict seasonal shifts and to interpret celestial cycles as signs of divine communications. Through most of its history it was considered a scholarly tradition. It was accepted in political and academic contexts, and its concepts were built into other studies, such as astronomy, alchemy, meteorology, and medicine. At the end of the 17th century, new scientific concepts in astronomy (such as heliocentrism) began to damage the credibility of astrology, which subsequently lost its academic and theoretical standing. Astrology saw a popular revival in the 19th and 20th centuries as part of a general revival of spiritualism and later New Age philosophy, and through the influence of mass media such as newspaper horoscopes. ETYMOLOGY The word astrology comes from the Latin astrologia, deriving from the Greek noun αστρολογία , which combines ἄἄἄστρο astro, 'star, celestial body' with λογία logia, 'study of, theory, discourse (about)'. -
Science in Ancient India
Science in Ancient India Subhash C. Kak Louisiana State University Baton Rouge, LA 70803-5901, USA November 15, 2005 In Ananya: A portrait of India, S.R. Sridhar and N.K. Mattoo (eds.). AIA: New York, 1997, pages 399-420 1 `Veda' means knowledge. Since we call our earliest period Vedic, this is suggestive of the importance of knowledge and science, as a means of acquiring that knowledge, to that period of Indian history. For quite some time scholars believed that this knowledge amounted to no more than speculations regarding the self; this is what we are still told in some schoolbook accounts. New insights in archaeology, astronomy, history of science and Vedic scholarship have shown that such a view is wrong. We now know that Vedic knowledge embraced physics, mathematics, astronomy, logic, cognition and other disciplines. We ¯nd that Vedic science is the earliest science that has come down to us. This has signi¯cant implications in our understanding of the history of ideas and the evolution of early civilizations. The reconstructions of our earliest science are based not only on the Vedas but also on their appendicies called the Vedangas. The six Vedangas deal with: kalpa, performance of ritual with its basis of geometry, mathematics and calendrics; shiksha, phonetics; chhandas, metrical structures; nirukta, etymology; vyakarana, grammar; and jyotisha, astronomy and other cyclical phenomena. Then there are naturalistic descriptions in the various Vedic books that tell us a lot about scienti¯c ideas of those times. Briefly, the Vedic texts present a tripartite and recursive world view. The universe is viewed as three regions of earth, space, and sky with the corresponding entities of Agni, Indra, and Vishve Devah (all gods). -
Mathematics in Ancient India - 04-17-2011 by Gonit Sora - Gonit Sora
Mathematics In Ancient India - 04-17-2011 by Gonit Sora - Gonit Sora - https://gonitsora.com Mathematics In Ancient India by Gonit Sora - Sunday, April 17, 2011 https://gonitsora.com/mathematics-in-ancient-india/ The development of human civilization is accompanied by the development of mathematics. For civilization to flourish, stability in society and in thoughts of people is most essential. Stability in thoughts comes only with the knowledge of mathematics. At the dawn of civilization, stable thoughts express themselves in the form of mathematics. Later as the civilization prosper; the knowledge of mathematics is used in the daily life of the people. The earliest mathematical concepts developed are (i) the concept of form and shape, (ii) the concept of counting and numbers and (iii) the concept of measure or magnitude. Some of the marvelous architectures of the ancient world can be considered as the gifts of mathematics and geometry. The Pyramids of Egypt, Hanging garden of Babylon, the Colosseum of Rome are some examples of ancient architecture built with the aid of mathematical calculation and geometrical diagrams. Tracing back to history, we find earliest human civilization flourish along the river valley of Nile, the river valley of Tigris and Euphetris, the river valley of Hwang Ho and Yangtze and the river valleys of Indus and Ganges. The history of mathematics in India takes us back to the days of Indus Valley Civilization which existed around 3000 BCE to 1500 BCE. The Indus Valley Civilization with its prominent centers in Harrapa and Mohenjadaro provides archeological evidence of well-planned towns and cities with a proper drainage system, public bath, buildings made of bricks and wide roads. -
Diapositiva 1
We Should Not Call It the Pythagorean Theorem! Presented by Eric Hutchinson and Aminul KM The Pythagorean Theorem • The sum of the squares of each leg of a right angled triangle is equal to the square of the hypotenuse a² + b² = c² The Pythagorean Theorem • The Pythagorean Theorem takes its name from the ancient Greek Mathematician Pythagoras • Purportedly first to offer a proof of the theorem • Long before Pythagoras people noticed right triangle special relationships Pythagoras • Pythagoras was a Greek mathematician and a philosopher, but was best known for his Pythagorean Theorem. • He was born around 572 B.C. on the island of Samos, in Greece. • For about 22 years, Pythagoras spent time traveling though Egypt and Babylonia to educate himself. Pythagoras • At about 530 B.C., Pythagoras settled in a Greek town in southern Italy called Crotona. • Pythagoras formed a brotherhood that was an exclusive society devoted to moral, political and social life. This society was known as Pythagoreans. Pythagoras • The Pythagorean School excelled in many subjects, such as music, medicine and mathematics • In the society, members were known as mathematikoi, which is Greek for mathematicians • History tells us that this theorem has been introduced through drawings, texts, legends, and stories from Babylon, Egypt and China, dating back to 1800- 1500 BC Proof (Pythagoras) • Start with this figure: • The area of this figure is: Proof (Pythagoras) • Rearrange the triangles while keeping the area the the same: • The area of this figure is: Proof (Pythagoras) The Babylonians • Ancient clay tablets from Babylonia reveal that the Babylonians, 1000 years before Pythagoras, knew the Pythagorean relationships. -
Science of the Sacred Ancient Perspectives for Modern Science
Science of the Sacred Ancient Perspectives for Modern Science Compiled by David Osborn Enquiries welcome: Email: [email protected]. http://www.vedicsciences.net/ Compiled by David Osborn Edited by David Osborn Adam O’Hara ISBN # 978-0-557-27724-7 Copyright © 2009-2010 Vedic Sciences All Rights Reserved Published by LuLu.Com Contents Acknowledgements 4 Forward by Dr. David Frawley 7 Introduction 13 Scientific Verification of Vedic Knowledge by David Osborn 17 A Brief History of Indian Science by Dr. Subash Kak 29 Modern Science and Vedic Science by Dr. David Frawley 35 Vedic Mathematics or Not? by David Osborn 43 Physics to Metaphysics — The Vedic Paradigm by David Osborn 53 Has Science Failed Us? by David Osborn 65 East Meets West — Oriental Seeds in Occidental Soil by Jack Hebner 77 Architecture of the Vastu Shastra — According to Sacred Science by Jack Hebner 85 Sacred Dance by Jack Hebner 93 The Science and Art of Ayurveda — The Eternal Science of Natural Healing by Dr. M. B. Shiva Kumar 101 Transcendental Sound by Sridhar Dev Goswami 121 Positive & Progressive Immortality by Sridhar Dev Goswami 127 Subjective Evolution of Consciousness Supplements by Sridhar Dev Goswami Fossilism, Hypnotism & the Cosmos 131 Consciousness & Evolution 139 The Plane of Misconception 145 Thesis, Antithesis & Synthesis 151 Biodata 159 Acknowledgements We would like to express our thanks to Dr. David Frawley, Professor Subash Kak and Dr. M. B. Shiva Kumar for contributing their articles to this book. 4 We would also like to thank the staff photographers of India Stock Photography: www.indiastockphotography.com for providing many of their pictures for use in this publication. -
A Tribute to Hinduism
Quotes Basics Science History Social Other Search h o m e h i n d u c u l t u r e p a r t - 1 c o n t e n t s "India is the world's most ancient civilization. Nowhere on earth can you find such a rich and multi-layered tradition that has remained unbroken and largely unchanged for at least five thousand years. Bowing low before the onslaught of armies, and elements, India has survived every invasion, every natural disaster, every mortal disease and epidemic, the double helix of her genetic code transmitting its unmistakable imprint down five millennia to no less than a billion modern bearers. Indians have demonstrated greater cultural stamina than any other people on earth. The essential basis of Indian culture is Religion in the widest and most general sense of the world. An intuitive conviction that the Divine is immanent in everything permeated every phase of life," says Stanley Wolpert. Indic civilization has enriched every art and science known to man. Thanks to India, we reckon from zero to ten with misnamed "Arabic" numerals (Hindsaa - in Arabic means from India), and use a decimal system without which our modern computer age would hardly have been possible. Science and philosophy were both highly developed disciplines in ancient India. However, because Indian philosophic thought was considerably more mature and found particular favor amongst intellectuals, the traditions persists that any early scientific contribution came solely from the West, Greece in particular. Because of this erroneous belief, which is perpetuated by a wide variety of scholars, it is necessary to briefly examine the history of Indian scientific thought. -
Why Read Rig Veda
Why Read Rig Veda SRI AUROBINDO KAPALI SHASTRY INSTITUTE OF VEDIC CULTURE #63, 13th Main, 4th Block East, Jayanagar Bangalore – 560 011 Phone: +91-80-26556315 Email: [email protected] Web: www.vedah.org Why Read Rig Veda TABLE OF CONTENT Summary Essence of Rig Veda Critics of Rig Veda Women in Vedic Age Rig Vedic Mantra Veda in Indian Tradition Why read Rig Veda Deva Yajna First hymn of Rig Veda Veda and Upanishads Vedic way of Life Technology in Veda Date of Rig Veda ™ SAKSIVC Page 2 of 28 Why Read Rig Veda Summary Rigveda samhita is a vast book of more than ten thousand verses in several metres in ancient Sanskrit. Inspite of its antiquity - its age is six millennia or more - its ideals are relevant for the moderns also who are enamoured of the slogans of the French revolution of the eighteenth century namely, equality, liberty and fraternity. Rigveda is the only scripture among those of all religions in which the wisdom was revealed to both women and men sages. In which religion other than Hinduism, do we find women having the status of prophets? The idea of equality for all persons, particularly women, is evident in several hymns such as 10.85 [sukta 85 of tenth mandala] where the hymns urge that the daughter- in-law be treated as a queen. It is the only scripture where the sceptics are specifically mentioned and treated with respect without mentioning the threat of hell if they do not change their beliefs. The concept of hell does not find a place in Rigveda.