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W. Hugh Woodin, a Professor Emeritus at the University of California, Berkeley, has significantly contributed to the fields of set theory and mathematical logic. Appointed in 1988 and retiring in 2015, he has engaged in extensive research on topics such as large cardinals and their implications in mathematical logic. Woodin's work is recognized in notable publications, including his research on weakly homogeneous trees and generic codes for uncountable ordinals, among others. His insights have greatly influenced contemporary discussions in set theory, particularly within the context of determinacy and partition properties. Throughout his academic tenure, he has been associated with various academic institutions, including those in Chicago and Singapore, highlighting his global impact in the field. He continues to be an active member of the academic community, sharing his expertise through various platforms.
The Mathematics Subject GRE is required for the Fall 2026 admissions cycle. General GRE is optional.