C. Keith Miller

Dr. C. Keith Miller conducts research on partial differential equations and numerical methods, with a distinguished career as a Professor Emeritus in the Department of Mathematics at the University of California, Berkeley. His work has significantly advanced the understanding and application of numerical methods in solving complex mathematical problems. Dr. Miller's research has been pivotal in areas such as computed tomography, where his studies have contributed to more accurate imaging techniques. Throughout his career, Dr. Miller has authored numerous influential publications, shedding light on topics like stabilized moving finite elements and nonlinear Krylov methods. His scholarly contributions have been widely recognized in the field of applied mathematics, earning him a reputation as a leading expert in numerical analysis. In addition to his research, Dr. Miller has played a vital role in mentoring the next generation of mathematicians. He has supervised several doctoral dissertations, guiding students through the intricacies of mathematical research and helping them develop their own contributions to the field. His commitment to education and mentorship has left a lasting impact on his students and the academic community. Dr. Miller's work has not only advanced theoretical understanding but also practical applications, bridging the gap between abstract mathematical concepts and real-world problems. His contributions have been acknowledged through various awards and recognitions, highlighting his influence and dedication to the field of mathematics. As a respected member of the academic community, Dr. Miller continues to engage with ongoing research and discussions in applied mathematics, offering his expertise and insights to colleagues and students alike. His legacy at UC Berkeley and in the broader mathematical community remains a testament to his passion for discovery and innovation in mathematics.