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· 분류 : 외국도서 > 과학/수학/생태 > 수학 > 일반
· ISBN : 9780367208363
· 쪽수 : 768쪽
· 출판일 : 2023-06-12
목차
Table of Contents of Volume I I. Model Theory of Strong Logics. 1. Expressive Power of Infinitary [0, 1]-logics. 2. Scott Processes. 3. Failure of 0-1 Law for Sparse Random Graph in Strong Logics. II. Model Theory of Special Classes of Structures. 4. Maximality of Continuous Logic. 5. Model Theory and Metric Convergence I: Metastability and dominated convergence. 6. Randomizations of Scattered Sentences. 7 Existentially Closed Locally Finite Groups. 8. Analytic Zariski Structures and Non-Elementary Categoricity. III. Abstract Elementary Classes. 9. Hanf Numbers and Presentation Theorems in AECs. 10. A Survey on Tame Abstract Elementary Classes. Table of Contents of Volume II I. Real-Valued Structures and Applications. 1. Metastable Convergence and Logical Compactness. 2. Model Theory for Real-Valued Structures. 3. Spectral Gap and Definability. II. Abstract Elementary Classes and Applications. 4. Lf groups,AEC amalgamation, few automorphisms. III. Model Theory and Topology of Spaces of Functions. 5. Cp-Theory for Model Theorists. IV. Constructing Many Models. 6. General Non-Structure Theory. V. Model Theory of Second Order Logic. 7. Model Theory of Second Order Logic.