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Alexis Korner
By the time Alexis Korner died, aged 55, on New Years Day 1984, he had secured himself a place in history. Dubbed "the father of British blues", he had become a mentor to generations of musicians. Out of Blues Incorporated, Korner's original band, came bands, such as the Rolling Stones, Cream, the Animals, Free and Led Zeppelin. Others to come under his influence ranged from the Beatles and Elton John to Alison Moyet and Paul Young.;In writing Korner's life-story, Harry Shapiro has had the co-operation of his subject's family and estate, access to her personal papers, tapes and memorabilia, and the assistance of many of the rock stars, including Keith Richards, Mick Jagger, Bill Wyman and Pete Townshend, who benefited so much from Korner's friendship and influence.;This biography recounts: Korner's early life travelling around Europe and North Africa; his settling in wartime London and pretending to be in the Free French Army while discovering jazz and blues from records stolen from Soho shops; his membership of Chris Barber's jazz band; his role in the development of skiffle; his founding, with Cyril Davies, of the Blues and Barrelhouse Club and of Blues Incorporated; his inspirat
The Pleasures of Counting
What is the connection between the outbreak of cholera in Victorian Soho, the Battle of the Atlantic, African Eve and the design of anchors? One answer is that they are all examples chosen by Dr Tom Körner to show how a little mathematics can shed light on the world around us, and deepen our understanding of it. Dr Körner, an experienced author, describes a variety of topics which continue to interest professional mathematicians, like him. He does this using relatively simple terms and ideas, yet confronting difficulties (which are often the starting point for new discoveries) and avoiding condescension. If you have ever wondered what it is that mathematicians do, and how they go about it, then read on. If you are a mathematician wanting to explain to others how you spend your working days (and nights), then seek inspiration here.
Herd Register
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Where Do Numbers Come From?
A clear, entertaining development of the number systems required in any course of modern mathematics.
Schubert's Poets and the Making of Lieder
A re-examination of the life and work of four poets and Schubert's settings of their verse.
Essays in Group Theory
Essays in Group Theory contains five papers on topics of current interest which were presented in a seminar at MSRI, Berkeley in June, 1985. Special mention should be given to Gromov`s paper, one of the most significant in the field in the last decade. It develops the theory of hyperbolic groups to include a version of small cancellation theory sufficiently powerful to recover deep results of Ol'shanskii and Rips. Each of the remaining papers, by Baumslag and Shalen, Gersten, Shalen, and Stallings contains gems. For example, the reader will delight in Stallings' explicit construction of free actions of orientable surface groups on R-trees. Gersten's paper lays the foundations for a theory of equations over groups and contains a very quick solution to conjugacy problem for a class of hyperbolic groups. Shalen's article reviews the rapidly expanding theory of group actions on R-trees and the Baumslag-Shalen article uses modular representation theory to establish properties of presentations whose relators are pth-powers.
Keystone Korner
The award-winning photographer’s pictorial history of the famous San Francisco Jazz club featuring oral histories and more than 100 images—“A treasure” (SF Weekly). In the words of Wynton Marsalis, “Keystone Korner was the quintessential jazz club . . . a happy home to people of all persuasions.” During the 1970s, when jazz clubs across America were folding under the onslaught of rock and roll and disco, San Francisco’s Keystone Korner was an oasis for jazz listeners and musicians. Tucked away in the city’s North Beach area, the Keystone became one of the most important jazz spots in the United States. It was so beloved by musicians that superstars McCoy Tyner, Freddie Hubbar...
L12 Ordered Alloys
Dislocations are lines of irregularity in the structure of a solid analogous to the bumps in a badly laid carpet. Like these bumps, they can be easily moved, and they provide the most important mechanism by which the solid can be deformed. They also have a strong influence on crystal growth and on the electronic properties of semiconductors.
Structural Modified Food Fats
Focuses on fats which have recently been synthesized and which are currently used in diseased states or have potential for clinical nutrition such as partial glycerides, structural lipids, salatrims, and triglycerides with specified fatty acid combinations or enriched in specific fatty foods. Chapters address technological aspects of fat modification, the synthesis of foods with specific nutritional properties, aspects of the metabolism of structural modified lipids, and the effect of fat structure on lipemia and lipoproteinemia. Annotation copyrighted by Book News, Inc., Portland, OR
Naive Decision Making
How should one choose the best restaurant to eat in? Can one really make money at gambling? Or predict the future? Naive Decision Making presents the mathematical basis for making decisions where the outcome may be uncertain or the interests of others have to taken into consideration. Professor Körner takes the reader on an enjoyable journey through many aspects of mathematical decision making, with pithy observations, anecdotes and quotations. Topics include probability, statistics, Arrow's theorem, Game Theory and Nash equilibrium. Readers will also gain a great deal of insight into mathematics in general and the role it can play within society. Intended for those with elementary calculus, this book is ideal as a supplementary text for undergraduate courses in probability, game theory and decision making. Engaging and intriguing, it will also appeal to all those of a mathematical mind. To aid understanding, many exercises are included, with solutions available online.
