BOOK-CHAPTER

Independence for types in algebraically closed valued fields

Deirdre Haskell

Year: 2007 Cambridge University Press eBooks Pages: 46-56   Publisher: Cambridge University Press

Abstract

Introduction: the historical context. My goal in this article, as it was in the lecture at the Logic Colloquium in Athens, is to survey the notion of independence of types, a fundamental tool in the area of stability theory, and see different ways in which it can be realized in a particular example of an unstable theory, the theory of algebraically closed valued fields. I thank the anonymous referee for many comments which have significantly improved this article. Of course, all remaining errors are my own.

Keywords:
Algebraically closed field Independence (probability theory) Epistemology Mathematics Calculus (dental) Computer science Algebra over a field Pure mathematics Philosophy Medicine Statistics

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Topics

Logic, programming, and type systems
Physical Sciences →  Computer Science →  Artificial Intelligence

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