Advances in Logic: The North Texas Logic Conference, October 8-10, 2004, University of North Texas, Denton, Texas (Contemporary Mathematics, 425, Band 425)
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In these proceedings from the October 2004 conference, participants describe their work in diverse fields of logic that contain significant new results that are accessible to readers with a general background in logic. This includes a problem list compile by the speakers that reflects some of the most important questions in various areas of logic, and the presenters cover such topics as a stationary-tower-free proof of the derives model theorem, a proof of an absoluteness theorem, a simple inductive measure analysis of cardinals under the axiom of determinacy, the complexity of index set and Ehrenfeucht theories, computable structures in familiar classes, the classes of separating sets, voting rules for infinite sets and Boolean algebras, "very mad families," Borel boundedness and the lattice surrounding property, and Steinhous sets and Jackson sets. Annotation ©2007 Book News, Inc., Portland, OR (booknews.com)
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