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Stuart Kurtz is the George Elizabeth Yovovich Professor Emeritus at the University of Chicago, specializing in the fields of Theory, Computational Logic, Type Theory, and Complexity Theory. His long-standing research interests include the computational properties of randomness and the Berman-Hartmanis Isomorphism Conjecture, which posits that NP-complete sets are isomorphic through polynomial-time computable invertible one-to-one reductions. He has made significant strides in the understanding of randomness, focusing on its relation to measure theory and definability. Over the years, Kurtz has been involved in advancing the mathematical foundations of computation, algorithm design, and complexity logic. He actively contributes to the Theoretical Computer Science Group at the university, which connects computer science to physics, statistics, and the mathematical sciences. Furthermore, he engages in research concerning programming language design and implementation, exploring both the theoretical underpinnings and practical applications of programming languages.
University of Chicago • Chicago, IL
Teaching and researching computational theory and its applications in computer science.
Department of Philosophy