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Elwyn R Berlekamp

    Elwyn Ralph Berlekamp war emeritierter Professor für Mathematik sowie für Elektrotechnik und Informatik an der University of California, Berkeley. Er war bekannt für seine Arbeiten auf dem Gebiet der Informationstheorie und der kombinatorischen Spieltheorie. Seine Forschung hat viele Bereiche beeinflusst, von der theoretischen Informatik bis zur künstlichen Intelligenz.

    Winning Ways for Your Mathematical Plays
    Western Europe's Democratic Age
    • This major new history explores the emergence of democracy as the dominant political force in Western Europe after World War II. Martin Conway provides an innovative account of how a stable and uniform model of parliamentary democracy developed and maintained its influence until the late twentieth century. Drawing from diverse sources, he illustrates that the postwar democratic order was shaped by elite, intellectual, and popular movements. It was not merely a result of the defeat of fascism and the rejection of Communism; rather, it was underpinned by universal suffrage and new forms of state authority, alongside political forces like Christian and social democrats that championed democratic values. Crucially, this order garnered popular support, as democracy offered a new model of citizenship aligned with the aspirations of a more prosperous society. However, this democratic framework faced challenges. The hierarchies of class, gender, and race that initially bolstered it, along with the pressures of decolonization and social change, sparked demands for greater freedoms in the 1960s, leading to more contested democratic politics in late twentieth-century Europe. This compelling history not only illuminates the past of European democracy but also raises questions about its future.

      Western Europe's Democratic Age
    • Winning Ways for Your Mathematical Plays

      Second Edition

      • 296 Seiten
      • 11 Lesestunden

      This classic on games and how to play them intelligently is being re-issued in a new, four volume edition. This book has laid the foundation to a mathematical approach to playing games. The wise authors wield witty words, which wangle wonderfully winning ways. In Volume 1, the authors do the Spade Work, presenting theories and techniques to "dissect" games of varied structures and formats in order to develop winning strategies.

      Winning Ways for Your Mathematical Plays