Daniel Rodriguez: Uniqueness of Supercompact measures III

Mathematical logic seminar – March 3, 2015
Time:     12:30 – 13:30

Room:     Wean Hall 8201

Speaker:         Daniel Rodriguez
Department of Mathematics
CMU

Title:     Uniqueness of Supercompact measures III

Abstract:

Assuming that there are ω-squared many Woodin cardinals with a measurable above them, we will continue the outline of the proof of the uniqueness of the models of the form L(ℝ,μ) that satisfy the theory “ZF+AD+ μ is an ℝ-supercompact measure”. If time permits we will discuss other scenarios and results.

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