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Clear, accessible treatment of mathematical models for resolving conflicts in politics, economics, war, business, and social relationships. Topics include strategy, game tree and game matrix, and much more. Minimal math background required. 1970 edition.
Two-dimensional calculus is vital to the mastery of the broader field, and this text presents an extensive treatment. Advantages include the thorough integration of linear algebra and development of geometric intuition. 1986 edition.
Clear, comprehensive graduate-level account of basic principles involved in all quantum optical resonance phenomena, hailed in Contemporary Physics as "a valuable contribution to the literature of non-linear optics." 53 illustrations.
Nearly all of this book is taken from an article prepared for a volume of the Encyclopedia of Physics. This article, in turn, is partly based on Dr. Norbert Rosenzweig's translation of an older article on the same subject, written by one of us (H.A.B.) about 25 years ago for the Geiger-Scheel Handbuch der Physik. To the article written last year we have added some Addenda and Errata. These Addenda and Errata refer back to some of the 79 sections of the main text and contain some misprint corrections, additional references and some notes. The aim of this book is two-fold. First, to act as a reference work on calcu lations pertaining to hydrogen-like and helium-like atoms and their comparison with experiments. However, these calculations involve a vast array of approximation methods, mathematical tricks and physical pictures, which are also useful in the application of quantum mechanics to other fields. In many sections we have given more general discussions of the methods and physical ideas than is necessary for the study of the H- and He-atom alone. We hope that this book will thus at least partly fulfill its second aim, namely to be of some use to graduate students who wish to learn "applied quantum mechanics". A basic knowledge of the principles of quantum mechanics, such as given in the early chapters of Schiff's or Bohm's book, is presupposed.
The Anglo-Saxon cemetery at Buckland, Dover, was discovered when a new housing estate was being constructed in 1951. It was excavated by Professor Evison between 1951 and 1953. The cemetery of some 170 graves dates from the late fifth to the middle of the eighth century. Professor Evison's expertise in the study of glass, jewellery and weapons ensures that there is a penetrating analysis of this important site and interesting ideas are proposed for the layout and phasing of the cemetery. A comprehensive discussion of the finds from the graves reveals that, although the Buckland cemetery belongs to the period of pagan tradition of burial with grave goods, there is some evidence of Christian influences and rites. Contact with Frankish territory in France, Belgium and the Rhineland seems to have been maintained throughout the period of use of the cemetery and Frankish grave goods formed an important element in the material culture of the people buried there. However, by the late sixth century local Kentish craftsmen were producing a significant amount of the jewellery found in the graves. Professor Evison places the Buckland cemetery in its local context by examining contemporary finds from other sites in the area around Dover.
For fans of the hugely popular Downton Abbey television series and lovers of British historical sagas, award-winning author Murray Pura continues the enthralling story of the Danforths of Lancashire. The second book in the series (following Ashton Park) transports the reader back in time to 1924 as Sir William—recently named Lord Preston—celebrates his sixtieth birthday at the Danforth summer home in Dover. Although the ravages of World War I are in the past, new threats loom as a man named Adoph Hitler publishes a book called Mein Kampf. Is he a danger to Europe? And what of Lord Preston’s growing friendship with an up and coming political leader named Winston Churchill? On the home front, one of the Danforth daughters, the recently widowed Catherine, sells her home in Belfast to spend more time at Dover—where she finds herself annoyed at the impertinent German theologian her father has befriended. The entire Danforth family faces many changes as illness and tragedy strike. Young Edward finally makes his move into the political arena while Michael and Libby welcome a new family member. Readers will be captivated by the upstairs/downstairs interplay as they once again savor this compelling saga of the well-loved Danforth family overcoming obstacles by placing their trust in the God who has always been faithful. Book 2 in The Danforths of Lancashire series
Perfect for knitters of all skill levels, eye-catching designs include Grand Slam, Lilac Time, Maidenhair, and others. The book features step-by-step directions for creating over 29 complete projects. 41 illustrations.
The study of the arithmetical properties of triangles dates back to ancient Greece, and possibly beyond. This classic text, written by a distinguished mathematician and teacher, focuses on a fundamental cornerstone of elementary geometry, the theorem of Pythagoras, and its applications. Unabridged republication of the edition published by the Graduate School of Science, Yeshiva University, New York, 1962. Translated by Dr. Ambikeshwar Sharma.
Forty-six accurate, authentic renderings of fighters, bombers, transports, etc. Includes "Enola Gay," Japanese Zero, British Spitfire, German Komet jet fighter, many others. Captions include detailed coloring information, military role and affiliation of plane, manufacturer, other data. All illustrations copyright-free. 13 planes in color on covers. Publisher's Note.