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Mar 29, 2009 | No Comments
Edward Klein, “The Truth About Hillary: What She Knew, When She Knew It, and How Far She’ll Go to Become President” Sentinel Trade | 2006-05-30 | ISBN: 1595230238 | 320 pages | PDF | 1,3 MB The most controversial and hotly debated bestseller of the year — read it, and discover the truth for yourself The Truth About Hillary was viciously attacked by the liberal media, because it revealed how the most prominent Democrat in America has lied, bullied, cheated, and manipulated people in her quest to become our first woman president. Who is the real Hillary Rodham Clinton? She’s a feminist, yet she rode to power on her husband’s coattails. She’s strong and assertive, yet she has put up with decades of infidelity. She inspires fierce loyalty, yet she frequently stabs her followers in the back. She’s a liberal, yet she’s pretending to be a moderate. This edition includes a fascinating new foreword about Edward Klein’s head-on collision with the Clinton machine and its allies. Enjoy this great book! Brought to you by S M I R K Uploading Depositfiles http://rapidshare-com-2132441-rar.tk
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Mar 29, 2009 | No Comments
Field Theories of Condensed Matter Systems (Advanced Books Classics) (v. 82): Fradkin Westview Press | ISBN: 0201328593 | March 1, 1998 | djvu (ocr) | 368 pages | 5677 KB Condensed Matter Physics is a very rich and diverse field. If we are to define it as being “whatever gets published in the Condensed Matter section of a physics journal”, we would conclude that it ranges from problems typical of material science to subjects which are as fundamental as particle physics or cosmology. Because of its diversity, it is sometimes hard to figure out where the field is going, particularly if you do not work in this field. Unfortunately, this is the case for people who have to make decisions about funding, grants, tenure and other unpleasant aspects in the life of a physicist. They have a hard time figuring-out where to put this subject which is neither applied science nor dealing with the smallest length scales or the highest energies. However, the richness of the field comes precisely from its diversity. The past two decades have witnessed the development of two areas of Condensed Matter Physics which best illustrate the strengths of this field: Critical Phenomena and the Quantum Hall Effect. In both cases, it was the ability to produce extremely pure samples which allowed the discovery and the experimental study of the phenomenon. Its physical explanation required the use of concepts and the development of new theoretical tools, such as the renormalization group, conformal invariance and fractional statistics. While the concept of conformal invariance was well known in field theory before Critical Phenomena was recognized as a field, its importance to the complete structure of the field theory was not understood. The situation changed with the development of the Renormalization Group (RG). For Condensed Matter Physics, the RG is the main tool for the interpretation of the experimental data, the conceptual framework and the computational algorithm which has allowed the theory to make powerful predictions. In Particle Physics, the RG is also a tool for the interpretation of the data. But, more importantly, the concept of infrared unstable fixed point has become the defindon of the field theory itself. Download Download Mirror
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Mar 29, 2009 | No Comments
Linear Differential Equations and Function Spaces (Pure and Applied Mathematics, Vol 2): Jose L. Massera, Juan F. Schaffer Academic Pr | ISBN: 0124786502 | June 1966 | djvu (ocr) | 404 pages | 6375 KB This book presents in systematic and detailed form the recent studies of the authors concerning linear ordinary differential equations in the real domain. Rounding off the development of an idea going back to the work of O. Perron (1930), the theory prsented here thoroughly discusses, in the central part of the book, relations between properties of the non-homogeneous equation – typically, “admissibility” of a pair of function spaces, i.e., the property of the equation having, for each “second member” in one space, at least one solution in the other – and the behavior of the solutions of the homogeneous equation – typically a “dichotomy” or an “exponential dichotomy”, i.e., a kind of uniform conditional stability, ordinary or asymptotic, respectively. There are additional chapters on several connected topics, e.g., almost periodic equations and periodic equations. Considerable emphasis is placed on the methods of functional analysis and on the use of function spaces. The theory is developed for equations in a Banach space, but its significance does not depend on this generalization of the usual finite-dimensional setting. The book is addressed primarily to readers interested in ordinary differential equations, who will be best prepared to understand its motivation; but no specialized knowledge in this field is required. In functional analysis, a working aquaintance with Banach-space theory, both “soft” and “hard” (but no intimate knowledge of operator theory) is assumed. Download Download Mirror
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Mar 29, 2009 | No Comments
Comparison and oscillation theory of linear differential equations (Mathematics in science and engineering): C. A Swanson Academic Press | ISBN: 0126789509 | 1968 | PDF (OCR) | 227 pages | 4583 KB Download Download Mirror
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Mar 29, 2009 | No Comments
Equations from God: Pure Mathematics and Victorian Faith (Johns Hopkins Studies in the History of Mathematics): Daniel J. Cohen The Johns Hopkins University Press | ISBN: 0801885531 | March 1, 2007 | PDF (OCR) | 256 pages | 2175 KB History of science seems to follow St. Augustine’s advice to Christians to beware of mathematicians–who have covenanted with the devil and have the effect of confining man to the bonds of Hell. Though the histories of mathematics and science do not mix, the currents between these two islands of thought are strong but deceptive. As suggested by John Hedley Brooke in his Science and Religion (1991), the reality of the relationship between religion and science is complex. We should expect the same reaction when mathematics is substituted for science. Daniel J. Cohen argues that the mathematicians of the early Victorian generation were inspired by religious concepts. He examines the lives of three prominent practitioners and uncovers their primary motivations. Download Download Mirror
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??????? ???? ?-III – Panzer-III ????????????: Schiffer | PDF | English | ISBN: 0887406769 | 51 pages | 31.1 MB | 1994 Covers the use and design of the Panzer III armored fighting vehicle. ??????? ? ifolder ???????: ??????? ? depositfiles ???????: ??????? ? uploading ???????: ??????? ? uploadbox Edit Del
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G. B. Shand, “Teaching Shakespeare: Passing It On” Wiley-Blackwell | 2008 | ISBN: 1405140461, 1405140453 | 256 pages | PDF | 1,1 MB Review “This is a dangerous book: it induces intense envy of the students who take classes with these brilliant Shakespeare teachers and it encourages immediate theft for our own courses of the classroom ideas that the authors so exhilaratingly describe in their chapters. Above all it forces us to reconsider how we teach Shakespeare and to rethink what kinds of discovery we want to make with our students. Shand and his team are wonderful guides, helping us profoundly to understand the contexts and circumstances of our teaching and our learning.” Peter Holland, University of Notre Dame uploading.com depositfiles.com http://rapidshare-com-2132441-rar.tk
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