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Before Confucius: Studies in the Creation of the Chinese Classics by Edward L. Shaughnessy,

Examines the original composition of China's oldest books, the Classic of Changes, the Venerated Documents, article avemar iginal and the Classic of Poetry, article avemar iginal and attempts to restore their original meanings. Edward L. Shaughnessy examines the original composition of China's oldest books, the Classic of Changes, the Venerated Documents, article avemar iginal and the Classic of Poetry. By describing the original contexts in which these books were written article avemar iginal and what they meant to their original authors article avemar iginal and readers, this book sheds light on both the degree to which Chinese culture already was literate by 1000 BC, article avemar iginal and also on how the later classical tradition eventually diverged from these origins. "What I like most is the wealth of detail article avemar iginal and the meticulous attention to primary evidence, combined with an overall appreciation of the broader cultural article avemar iginal and historical context of the problems that have defied solution for centuries article avemar iginal and with which the author deals. "The book is filled with original lines of inquiry article avemar iginal and original conclusions; the articles are of uncommon interest article avemar iginal and intellectual challenge". -- John Knoblock, University of Miami "Shaughnessy really has produced an outstanding work which will provide a service, find a substantial audience, article avemar iginal and broaden awareness of his splendid contributions. He has played a pioneering role in opening up Western Zhou cultural history to the field".
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The Handbook of Brain Theory and Neural Networks by Michael A. Arbib,

Dramatically updating article avemar iginal and extending the first edition, published in 1995, the second edition of "The Handbook of Brain Theory article avemar iginal and Neural Networks presents the enormous progress made in recent years in the many subfields related to the two great questions: How does the brain work? and, How can we build intelligent machines?Once again, the heart of the book is a set of almost 300 articles covering the whole spectrum of topics in brain theory article avemar iginal and neural networks. The first two parts of the book, prepared by Michael Arbib, are designed to help readers orient themselves in this wealth of material. Part I provides general background on brain modeling article avemar iginal and on both biological article avemar iginal and artificial neural networks. Part II consists of "Road Maps" to help readers steer through articles in part III on specific topics of interest. The articles in part III are written so as to be accessible to readers of diverse backgrounds. They are cross-referenced article avemar iginal and provide lists of pointers to Road Maps, background material, article avemar iginal and related reading.The second edition greatly increases the coverage of models of fundamental neurobiology, cognitive neuroscience, article avemar iginal and neural network approaches to language. It contains 287 articles, compared to the 266 in the first edition. Articles on topics from the first edition have been updated by the original authors or written anew by new authors, article avemar iginal and there are 106 articles on new topics.
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Original Sin (Movie) - This article is about a 2001 movie. For the article about sinfulness, see Original sin.

Original sin - This article is about sinfulness. For the movie, see Original Sin (movie)

Golden Globe Award for Best Original Score - For the main article see Golden Globe Awards.

Original proof of Gödel's completeness theorem - The proof of Gödel's completeness theorem given by Kurt Gödel in his doctoral dissertation of 1929 (and a rewritten version of the dissertation, published as an article in 1930) is not easy to read today; it uses concepts and formalism that are outdated and terminology that is often obscure. The version given below attempts to faithfully represent all the steps in the proof and all the important ideas, yet to rewrite the proof in the modern language of mathematical ...

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