Osho responds to a question about the right way to help children to grow without interfering in their natural potentiality.

    His uniqueness lies not only in the fact that at the young age of 19 and a half, he travelled to snow clad Himalayas from Kerala, and there he met and lived for several years with a ‘real-time’ yogi, Babaji, but also that he should undertake such an unusual and adventurous exploration, given his non-Hindu birth and antecedents.The metamorphosis of Mumtaz Ali Khan into Sri ‘M’, a yogi with profound knowledge of the Upanishads and deep personal insights, born of first hand experiences with higher levels of consciousness is indeed a fascinating story.The bonus for those interested in the secrets of yoga, meditation and sankhyan metaphysics is that Sri ‘M’ is still living and easily reachable. He leads a normal life, married with two children, wears no special robes and conducts himself without pomp or paraphernalia.Someone who met him recently said, “I expected a flashy godman and instead I saw a jean clad gentleman with a smile of his face, ready to discuss my problems. In five minutes flat, I said to myself, this is no ordinary man. The peace and tranquility that enters your system is tangible”.

    We want to know! We want to know the purpose of our life, why we are here on earth, where we came from, whether there is a God, who this God is, whether there is an afterlife, and so much more! These most basic and fundamental questions are hopefully in the forefront of our minds. And if they are not, it's never too late to start! This book offers some of the answers to these questions. It offers the answers found is our Creed. At first, the Creed can seem dry and unimpressive. It can even seem confusing and overly academic. But when properly understood, the Creed holds the answer to the questions we so deeply seek.

    

    The collected teachings of The Golden One.Dauntless: The Wild Hunt Edition (2021) is a greatly updated version of this book.

    Now at your fingertips. The Mahabharata is the world's longest epic. It contains within it numerous fables, anecdotes and pieces of practical wisdom that make up what we today call Indian culture.Two thousand tales from this ocean of Vedic literature are now being retold for your reading pleasure. Crisp, comprehensive, contextual.In this volume you will find stories such as:- The three disciples of Dhaumya the sage- The strange adventures of Uttanka- The tortoise that fought with an elephant over years by a lake- How Sesha came to become the supporter of Mother Earth- Who the second Indra was and how he was 'defeated'And many more. Whether you're a casual reader of mythology or a die-hard fanatic, this is a must-read.

    You may find it for free on the web. Purchase of the Kindle edition includes wireless delivery.

    Now, in The Unimaginable Mathematics of Borges' Library of Babel, William Goldbloom Bloch takes readers on a fascinating tour of the mathematical ideas hiddenwithin one of the classic works of modern literature.Written in the vein of Douglas R. Hofstadter's Pulitzer Prize-winning G�del, Escher, Bach, this original and imaginative book sheds light on one of Borges' most complex, richly layered works. Bloch begins each chapter with a mathematical idea--combinatorics, topology, geometry, informationtheory--followed by examples and illustrations that put flesh on the theoretical bones. In this way, he provides many fascinating insights into Borges' Library. He explains, for instance, a straightforward way to calculate how many books are in the Library--an easily notated but literallyunimaginable number--and also shows that, if each book were the size of a grain of sand, the entire universe could only hold a fraction of the books in the Library. Indeed, if each book were the size of a proton, our universe would still not be big enough to hold anywhere near all the books.Given Borges' well-known affection for mathematics, this exploration of the story through the eyes of a humanistic mathematician makes a unique and important contribution to the body of Borgesian criticism. Bloch not only illuminates one of the great short stories of modern literature but alsoexposes the reader--including those more inclined to the literary world--to many intriguing and entrancing mathematical ideas.

    The book represents the first philosophically sound discussion of the concept of number in Western civilization. It profoundly influenced developments in the philosophy of mathematics and in general ontology.

    An authoritative introduction to "fuzzy logic" brings readers up to speed on the "smart" products and computers that will change all of our lives in the future.

    Monk's life of Wittgenstein is such a one."--"The Christian Science Monitor."

    In the same period, the cross-fertilization of mathematics and philosophy resulted in a new sort of 'mathematical philosophy', associated most notably (but in different ways) with Bertrand Russell, W. V. Quine, and Godel himself, and which remains at the focus of Anglo-Saxon philosophical discussion. The present collection brings together in a convenient form the seminal articles in the philosophy of mathematics by these and other major thinkers. It is a substantially revised version of the edition first published in 1964 and includes a revised bibliography. The volume will be welcomed as a major work of reference at this level in the field.

    One of the most readable of all the great classics of physical science, this volume will impress readers with its surprisingly modern perspectives.In language that lay readers can easily follow, Sir Isaac Newton describes his famous experiments with spectroscopy and colors, lenses, and the reflection and diffraction of light. Book I contains his fundamental experiments with the spectrum, Book II deals with the ring phenomena, and Book III covers diffraction. The work concludes with "Queries" — speculations concerning light and gravitation. Opticks is introduced with a Foreword by Albert Einstein.

    Written by two of the best-known names in categorical logic, Conceptual Mathematics is the first book to apply categories to the most elementary mathematics. It thus serves two purposes: first, to provide a key to mathematics for the general reader or beginning student; and second, to furnish an easy introduction to categories for computer scientists, logicians, physicists, and linguists who want to gain some familiarity with the categorical method without initially committing themselves to extended study.

    E. Moore, and Ludwig Wittgenstein in the four decades around the turn of the twentieth century, analytic philosophy established itself in various forms in the 1930s. After the Second World War, it developed further in North America, in the rest of Europe, and is now growing in influence as the dominant philosophical tradition right across the world, from Latin America to East Asia.In this Very Short Introduction Michael Beaney introduces some of the key ideas of the founders of analytic philosophy by exploring certain fundamental philosophical questions and showing how those ideas can be used in offering answers. Considering the work of Susan Stebbing, he also explores the application of analytic philosophy to critical thinking, and emphasizes the conceptual creativity that lies at the heart of fruitful analysis. Throughout, Beaney illustrates why clarity of thinking, precision of expression, and rigour of argumentation are rightly seen as virtues of analytic philosophy.