Book contents
- Frontmatter
- Contents
- Introduction
- Definability and elementary equivalence in the Ershov difference hierarchy
- A unified approach to algebraic set theory
- Brief introduction to unprovability
- Higher-order abstract syntax in type theory
- An introduction to b-minimality
- The sixth lecture on algorithmic randomness
- The inevitability of logical strength: Strict reverse mathematics
- Applications of logic in algebra: Examples from clone theory
- On finite imaginaries
- Strong minimal covers and a question of Yates: The story so far
- Embeddings into the Turing degrees
- Randomness—beyond Lebesgue measure
- The derived model theorem
- Forcing axioms and cardinal arithmetic
- Hrushovski's amalgamation construction
Hrushovski's amalgamation construction
Published online by Cambridge University Press: 28 January 2010
Book contents
- Frontmatter
- Contents
- Introduction
- Definability and elementary equivalence in the Ershov difference hierarchy
- A unified approach to algebraic set theory
- Brief introduction to unprovability
- Higher-order abstract syntax in type theory
- An introduction to b-minimality
- The sixth lecture on algorithmic randomness
- The inevitability of logical strength: Strict reverse mathematics
- Applications of logic in algebra: Examples from clone theory
- On finite imaginaries
- Strong minimal covers and a question of Yates: The story so far
- Embeddings into the Turing degrees
- Randomness—beyond Lebesgue measure
- The derived model theorem
- Forcing axioms and cardinal arithmetic
- Hrushovski's amalgamation construction
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- Logic Colloquium 2006 , pp. 361 - 373Publisher: Cambridge University PressPrint publication year: 2009