Project number		Stand-alone Projects  P19898
Title		Set Theory: inner models, outer models, projective sets
Principal investigator		FRIEDMAN Sy David
Approval date		25.06.2007
University / Research institution		Kurt Gödel Center for Mathematical Logic, Universität Wien
Scientific field(s)
Keywords		inner models, large cardinals, constructibility, projective sets
Homepage		http://www.logic.univie.ac.at/~sdf/

Mathematical logic entered the modern era through the work of Kurt Gödel, who established his famous Completeness and Incompleteness Theorems at the University of Vienna in the 1930's. This project, to be carried out at the Kurt Gödel Research Center for Mathematical Logic of the University of Vienna, focuses on set theory, the area of logic that most interested Gödel in his later years. The proposed topics are:
1. Internal consistency,
2. Large cardinals and L-like principles and
3. Projective definability and coding.