Emancipation is an important and impressive work; one cannot read it without being inspired by the legal acumen, creativity, and resiliency these pioneer lawyers displayed. . . . It should be read by everyone interested in understanding the road African-Americans have traveled and the challenges that lie ahead."—From the Foreword, by Justice Thurgood Marshall
One of the most influential institutions of higher learning in the world, the University of Chicago has a powerful and distinct identity, and its name is synonymous with intellectual rigour. John W. Boyer presents a fascinating narrative of a legendary academic community, one that brings to light the nature of its academic culture and curricula, the experience of its students, its engagement with Chicago's civic community, and the conditions that have enabled the University to survive and sustain itself through decades of change.
At a time when our colleges and universities face momentous questions of new growth and direction, the republication of Higher Education in Transition is more timely than ever. Beginning with colonial times, the authors trace the development of our college and university system chronologically, in terms of men and institutions. They bring into focus such major areas of concern as curriculum, administration, academic freedom, and student life. They tell their story with a sharp eye for the human values at stake and the issues that will be with us in the future.One gets a sense not only of temporal sequence by centuries and decades but also of unity and continuity by a review of major themes and topics. Rudy's new chapters update developments in higher education during the last twenty years. Higher Education in Transition continues to have significance not only for those who work in higher education, but for everyone interested in American ideas, traditions, and social and intellectual history.
Although the theory and applications of secondary cohomology operations are an important part of an advanced graduate-level algebraic topology course, there are few books on the subject. The AMS now fills that gap with the publication of the present volume. The author's main purpose in this book is to develop the theory of secondary cohomology operations for singular cohomology theory, which is treated in terms of elementary constructions from general homotopy theory. Among manyapplications considered are the Hopf invariant one theorem (for all primes $p$, including $p = 2$), Browder's theorem on higher Bockstein operations, and cohomology theory of Massey-Peterson fibrations. Numerous examples and exercises help readers to gain a working knowledge of the theory. A summary ofmore advanced parts of the core material is included in the first chapter. Prerequisite is basic algebraic topology, including the Steenrod operations. The book is geared toward graduate students and research mathematicians interested in algebraic topology and can be used for self-study or as a textbook for an advanced course on the topic. It is available in both hardcover and softcover editions.
What was the world's first billionaire really like? This highly entertaining work, by an acclaimed business biographer, seeks to explode the "shadowy myth" of John D. Rockefeller and reveal the "rare and astonishing personality" behind it. From his humble roots in Ohio, where he learned thrift and industry as the bookkeeper of a dockside warehouse, to the death threats this "modern Machiavelli" received during the early years of Standard Oil, to his ascendancy to the rank of "the most detested man in the country"-when churches refused his donations as tainted money-and his subsequent formation of the philanthropic Rockefeller Foundation, this is a knowingly ironic and subtly witty work of biography. JOHN K. WINKLER is also the author of W.R. Hearst: An American Phenomenon (1928) and Morgan the Magnificent, or The Life of J. Pierpont Morgan (1930).
For each odd prime 'p' a simply connected finite H-space is constructed with p-torsion in homology. Implications of the examples for the theory of finite H-spaces are examined. Applications of the techniques used for the main results are given to mod p decomposition problems. An extensive review of the theory of unstable Adams resolutions is provided.
History and Computingintroduces its readers to the history and practice of historical computing. While functioning as a practical introduction to the field, this book is designed also to raise awareness of the use of computers as an important tool for the historian, discussing such topics as the pattern of 19th century emigration from the UK; the performance of the American and German economies in the 1930s; and the Lancashire cotton industry, all of which demonstrate possibilities which computers offer to the historian. Through practical workshop exercises, History and Computingprovides a skills-enabling introduction to basic computer terminology. Examining the use of spreadsheets and how historians design and work with them, the book includes spreadsheet exercises based around a range of historical data sets. In addition, the authors explore the use of databases and demonstrate how to construct them. Merging historical exploration and practical instruction, History and Computingencourages further study and prompts its readers to apply the skills they have learnt to a number of examples.
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