Paul Concus is a Professor Emeritus in the Department of Mathematics at the University of California, Berkeley, where he has contributed to the field of fluid mechanics and applied mathematics. His research interests lie in fluid mechanics, numerical analysis, and applied mathematics, focusing on the intersection of these disciplines in theoretical and practical applications. He has co-authored several influential publications that explore topics such as capillary rise, isopycnal flow, and liquid bridges, emphasizing the mathematical and computational underpinnings of these phenomena. Concus is also affiliated with the Lawrence Berkeley National Laboratory, where he collaborates on research that leverages mathematical insights in fluid dynamics. Over his career, he has guided numerous dissertations, focusing on convergence properties of algorithms and the nuances of finite precision arithmetic, showcasing his commitment to mentoring the next generation of mathematicians.
University of California, Berkeley • Berkeley, CA
Teaching and research in mathematics, specializing in fluid mechanics and numerical analysis.