Normal Measures and Strongly Compact Cardinals
The City University of New York
I will discuss the question of the possible number of normal
measures a non-kappa + 2 strong strongly compact cardinal kappa
can carry. This is part of a joint project with James Cummings.
Distinguished professor Arthur W. Apter received his B.S. and Ph.D. degrees, both in mathematics, from MIT in 1975 and 1978, respectively. He is a mathematical logician, with a specialization in set theory, specifically large cardinals, forcing, and indestructibility, and he maintains a burgeoning interest in inner model theory, as well. Professor Apter has published well over 100 research articles.