Kenji Matsuki

Dr. Kenji Matsuki is a Professor of Mathematics at Purdue University's Department of Mathematics, located in West Lafayette, Indiana. His research expertise centers on algebraic geometry, with a focus on birational geometry, minimal model programs, and resolution of singularities. He is the author of the influential textbook Introduction to the Mori program (2002).

His research contributions include foundational work on toroidalization, birational factorization, and the study of singularities in algebraic varieties. Matsuki has collaborated extensively with leading mathematicians such as Dan Abramovich, Sean Keel, and James McKernan, advancing topics like the log abundance theorem for threefolds and the termination of flops for 4-folds.

His publications span over three decades, addressing core areas such as moduli spaces of vector bundles, Weyl group actions in birational transformations, and the application of the Mori program to higher-dimensional varieties. His work often bridges geometric and algebraic perspectives, contributing to both theoretical advancements and their implications in related fields like number theory and mathematical physics.