In the 1960s and 1970s, becoming a rock musician was fundamentally different than playing other kinds of music. It was a learned rather than a taught skill. In On Becoming a Rock Musician, sociologist H. Stith Bennett observes what makes someone a rock musician and what persuades others to take him seriously in this role. The book explores how bands form; the backstage and onstage reality of playing in a band; how bands promote themselves and interact with audiences and music professionals like DJs; and the role of performance.

In the 1960s and 1970s, becoming a rock musician was fundamentally different than playing other kinds of music. It was a learned rather than a taught skill. In On Becoming a Rock Musician, sociologist H. Stith Bennett observes what makes someone a rock musician and what persuades others to take him seriously in this role. The book explores how bands form; the backstage and onstage reality of playing in a band; how bands promote themselves and interact with audiences and music professionals like DJs; and the role of performance.

Contributing Authors A. Irving Hallowell, Earle L. Reynolds, H. Scudder Mekeel And Others.

Contributing Authors A. Irving Hallowell, Earle L. Reynolds, H. Scudder Mekeel And Others.

In this book the authors present their research into the foundations of the theory of Polish groups and the associated orbit equivalence relations. The particular case of locally compact groups has long been studied in many areas of mathematics. Non-locally compact Polish groups occur naturally as groups of symmetries in such areas as logic (especially model theory), ergodic theory, group representations, and operator algebras. Some of the topics covered here are: topological realizations of Borel measurable actions; universal actions; applications to invariant measures; actions of the infinite symmetric group in connection with model theory (logic actions); dichotomies for orbit spaces (including Silver, Glimm-Effros type dichotomies and the topological Vaught conjecture); descriptive complexity of orbit equivalence relations; definable cardinality of orbit spaces.

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