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Records publications acquired from Afghanistan, Bangladesh, Bhutan, India, Maldives, Nepal, Pakistan, and Sri Lanka, by the U.S. Library of Congress Offices in New Delhi, India, and Karachi, Pakistan.
Using recontructive ideas available in classical Indian original works, this book makes a departure in the style of modern writings on Indian moral philosophy. It presents Indian ethics, in an objective, secular, and wherever necessary, critical manner as a systematic, down-to-earth, philosophical account of moral values, virtues, rights and obligations. It thereby refutes the claim that Indian philosophy has no ethics as well as the counter-claim that it transcends ethics. It demonstrates that moral living proves that the individual, his society and the world are really real and not only taken to be real for behavioral purposes as the Advaitins hold, the self is amoral being a non-agent, moksa is not a moral value, and the Karmic theory, because of involving belief in rebirth, does not fuarantee that the doer of an action is also the experiencer of its results, contrary to what is commonly held, and Indian ethics can sustain itself even if such notions are dropped. Rajendra Prasad calls Indian ethics organismic because, along with ethical concerns, it also covers issues related to professions, politics, administration, sex, environment, etc. Therefore, in one format it is theoretical and applied, normative and metaethical, humanistic and non-humanistic, etc., of course, within the limits of the then cognitive enquiry.
The volumes of the Project on the History of Science, Philosophy and Culture in Indian Civilization aim at discovering the main aspects of India`s heritage and present them in an interrelated way.In Political Ideas in Modern India, an outstanding group of social and political theorists offers a creative reinterpretation of the ideas and principles that have shaped modern Indian society and state. The ideas interpreted or analysed include rights, freedoms, equality, social justice, constitutional rule, swaraj, swadeshi, satyagraha, class war, socialism, Hindutva, Hind Swaraj, syncretic culture, composite nationalism, and international peace and justice.
The Volume Examines, In Depth, The Implications Of Indian History And Philosophy For Contemporary Mathematics And Science. The Conclusions Challenge Current Formal Mathematics And Its Basis In The Western Dogma That Deduction Is Infallible (Or That It Is Less Fallible Than Induction). The Development Of The Calculus In India, Over A Thousand Years, Is Exhaustively Documented In This Volume, Along With Novel Insights, And Is Related To The Key Sources Of Wealth-Monsoon-Dependent Agriculture And Navigation Required For Overseas Trade - And The Corresponding Requirement Of Timekeeping. Refecting The Usual Double Standard Of Evidence Used To Construct Eurocentric History, A Single, New Standard Of Evidence For Transmissions Is Proposed. Using This, It Is Pointed Out That Jesuits In Cochin, Following The Toledo Model Of Translation, Had Long-Term Opportunity To Transmit Indian Calculus Texts To Europe. The European Navigational Problem Of Determining Latitude, Longitude, And Loxodromes, And The 1582 Gregorian Calendar-Reform, Provided Ample Motivation. The Mathematics In These Earlier Indian Texts Suddenly Starts Appearing In European Works From The Mid-16Th Century Onwards, Providing Compelling Circumstantial Evidence. While The Calculus In India Had Valid Pramana, This Differed From Western Notions Of Proof, And The Indian (Algorismus) Notion Of Number Differed From The European (Abacus) Notion. Hence, Like Their Earlier Difficulties With The Algorismus, Europeans Had Difficulties In Understanding The Calculus, Which, Like Computer Technology, Enhanced The Ability To Calculate, Albeit In A Way Regarded As Epistemologically Insecure. Present-Day Difficulties In Learning Mathematics Are Related, Via Phylogeny Is Ontogeny , To These Historical Difficulties In Assimilating Imported Mathematics. An Appendix Takes Up Further Contemporary Implications Of The New Philosophy Of Mathematics For The Extension Of The Calculus, Which Is Needed To Handle The Infinities Arising In The Study Of Shock Waves And The Renormalization Problem Of Quantum Field Theory.
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