Logic Colloquium '01
Logic Colloquium '01
Sy-David Friedman, Universität Wien, Austria
Jan Krajíček, Academy of Sciences of the Czech Republic, Prague
$118.00
USDSince their inception, the Perspectives in Logic and Lecture Notes in Logic series have published seminal works by leading logicians. Many of the original books in the series have been unavailable for years, but they are now in print once again. This volume, the twentieth publication in the Lecture Notes in Logic series, contains the proceedings of the 2001 European Summer Meeting of the Association for Symbolic Logic, held at the Vienna University of Technology. Two long articles present accessible expositions on resolution theorem proving and the determinacy of long games. The remaining articles cover separate research topics in many areas of mathematical logic, including applications in computer science, proof theory, set theory, model theory, computability theory, linguistics and aspects of philosophy. This collection will interest not only mathematical logicians but also philosophical logicians, historians of logic, computer scientists, formal linguists and mathematicians working in algebra, abstract analysis and topology.
- Features two long expository articles and seventeen research articles
- Of interest to all specialists in mathematical logic, as well as researchers in computer science, philosophy and linguistics
- With a number of articles aimed at non-specialists, it serves as a good introduction for graduate students
Product details
April 2020Adobe eBook Reader
9781108695442
0 pages
10 b/w illus.
This ISBN is for an eBook version which is distributed on our behalf by a third party.
Table of Contents
- Preface
- Part I. Tutorials:
- 1. Resolution theorem proving: a logical view Alexander Leitsch
- 2. An introduction to proofs of determinacy of long games Itay Neeman
- Part II. Articles:
- 3. Modified bar recursion and classical dependent choice Ulrich Berger and Paulo Oliva
- 4. Choice and uniformity in weak applicative theories Andrea Cantini
- 5. Compactness and incompactness phenomena in set theory James Cummings
- 6. Selection for Borel relations Harvey M. Friedman
- 7. Interpolation in goal-directed proof systems D. M. Gabbay and N. Olivetti
- 8. Sequences of degrees associated with models of arithmetic Julia F. Knight
- 9. The limit theory of generic polynomials Pascal Koiran
- 10. Moschovakis's notion of meaning as applied to linguistics Michiel van Laambalgen and Fritz Hamm
- 11. Tameness in expansions of the real field Chris Miller
- 12. The model theory of compact complex spaces Rahim N. Moosa
- 13. 'Natural' representations and extensions of Gödel's second theorem Karl-Georg Niebergall
- 14. Effective Hausdorff dimension Jan Reimann and Frank Stephan
- 15. Mutual stationarity in the core model Ralf Schindler
- 16. The pair (אn, א0) may fail א0-compactness Saharon Shelah
- 17. Incompleteness theorem and its frontier Gaisi Takeuti
- 18. Groups in simple theories Frank Wagner
- 19. Provable recursiveness and complexity S. S Wainer.
