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Apley & Solomon's Concise System of Orthopaedics and Trauma is firmly established as the leading introductory textbook of orthopaedic practice and the principles of fracture and trauma management. Praised in previous editions for the systematic approach, balanced content and easy-to-read style, this fifth edition has been brought fully up to date under the direction of the new and distinguished authorial team, while remaining true to the teaching principles of Alan Apley and his successor Louis Solomon. Key features: Focused – on diseases and clinical signs with additional detail on anatomy where appropriate International – enhanced coverage of 'global orthopaedics' reflect the changing ...
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Covers the proceedings of the Institute for Mathematics and its Applications Participating Institutions Conference on Singularities, held at the University of Iowa in July 1986. Suitable for researchers in various aspects of singularity theory, this work provides an overview of the state of singularity theory and details work in several subareas.
We have all been told that Solomon was a noble and wise ruler in ancient times. However, in the past twenty years, much of our understanding about biblical times has changed. Eminent archaeologists have indicated that Solomon was not his real name, but one given to him some time after his death. Furthermore, increased understanding of ancient languages has resulted in the correction of many translation errors and changed our perception of biblical events. This reveals that what the church has promoted for several centuries may have to be reconsidered. This book reveals a secret that has been lying at the center of Freemasonry for hundreds of years. Who really was Solomon and what was the nature of the secret knowledge he possessed? This book reveals how the temple would have worked and its connection to modern Freemasonry. The pentagram, or Solomon's Seal, is a Masonic symbol. Where did it come from and what is its meaning?
Includes a rich variety of exercises to accompany the exposition of Coxeter groups Coxeter groups have already been exposited from algebraic and geometric perspectives, but this book will be presenting the combinatorial aspects of Coxeter groups
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