Lecture notes on stability theory

Combinatorial stability theory grew out of Shelah's work on Morley's conjecture concerned with the number of uncountable models of first-order theories. The subject gained a stronger geometric aspect and found applications to algebra and number theory through the work of Zilber, Hrushovski, Pillay and many others. In recent year, many of its methods were generalized to larger classes of theories. These lecture notes provide an introduction to this area.

Artem Chernikov
UCLA
MR ID: 974787

Reference #
OMN:201905.110792

Attributes

Posted date
2019-06-17 10:07:10
Revised date
2019-06-17 10:07:10
Level
    Graduate
Notes type
    Topics Course
Topic
    Logic and Set Theory

Course notes and supplementary material (available in PDF format)

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Course notes v1(PDF) (1.9M) 2019-06-17 10:07:10