The History Of The Decline And Fall Of The Roman Empire (Volumes 1-6)
Added by: Maria | Karma: 3098.81 | Non-Fiction, Audio | 19 January 2011
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In the greatest work of history in the English language, Edward Gibbon compresses thirteen turbulent centuries into a gripping epic narrative. It is history in the grand eighteenth-century manner, a well-researched drama charged with insight, irony, and incisive character analysis. In elegant prose, Gibbon presents both the broad pattern of events and the significant revealing detail. He delves into religion, politics, sexuality, and social mores with equal authority and aplomb. While subsequent research revealed minor factual errors about the early Empire, Gibbon's bold vision, witty descriptions of a vast cast of characters...
The first great city to which the Crusaders came in 1089 was not Jerusalem but Constantinople, the capital of the Byzantine Empire. Almost as much as Jerusalem itself, Constantinople was the key to the foundation, survival and ultimate eclipse of the crusading kingdom. It was the threat to Constantinople which led Urban II to preach the First Crusade, yet the Byzantines were extremely suspicious of this and subsequent crusades, often failing to provide looked for military and diplomatic support.
This book constitutes the first effort to summarize a large volume of results obtained over the past 20 years in the context of the Discrete Nonlinear Schrödinger equation and the physical settings that it describes. It contains an introduction to the model, its systematic derivation and its connection to applications, a subsequent analysis of the existence and the stability of fundamental nonlinear structures in 1, 2 and even 3 spatial lattice dimensions.
The first contribution covers the theory of finite groups of Lie type, which is an important field of current mathematical research. After giving the basic information Carter describes the Deligne-Lusztig method of obtaining characters of these groups using l-adic cohomology and subsequent work of Lusztig. The second part by Platonov and Yanchevskii surveys the structure of finite-dimensional division algebras and includes an account of reduced K-theory.
This volume includes contributions on dialect translation as well as other studies concerned with the problems facing the translator in bridging cultural divides. While the first part of the book discusses how to make a wide range of European voices "sing" in translation, subsequent chapters illustrate the different solutions employed in conveying the foreign concepts and milieu from which these voices spring.
