Konferenzen zum Thema Mathematische Logik, Grundlagen der Mathematik in Kanada

Banff International Research Station (BIRS) for Mathematical Innovation and Discovery

Stability theory, in the sense of mathematical logic, consists of a collection of technical methods first developed to address the logical problem of classifying abstract models of mathematical theories. Stability theory has proven to be applicable to other mathematical problems such as understanding rational solutions of algebraic equations. It has recently been shown that the techniques and methods used for the classification described above can be used in much more general settings with applications to other areas of mathematics such as algebraic geometry, additive combinatorics and extremal graph theory. Researchers at this meeting will study these developments to deepen these applications, and to extend the scope of stability theory to an even wider range of mathematical theories.

The Fields Institute

This workshop will be less focused in nature and will bring together small groups of experts centered around emerging applications of set theory. This will include applications of set-theory in algebraic topology and homological algebra, operator algebras (for instance Koszmider's solution to Anderson's conjecture), Keisler's order in model theory, and the geometry of Banach spaces.

The Fields Institute

Scheduled as part of Thematic Program on Operator Algebras and Applications