Sean P. CarneyView profile
Assistant Professor
Sean P. Carney is an Assistant Professor of Mathematics at Union College , focusing on applied and computational mathematics. His roles include teaching courses in differential equations, partial differential equations, and numerical methods, while leading research in multiscale and stochastic modeling, PDE-constrained optimization, and turbulent flow dynamics. Education: Ph.D. in Mathematics from the University of Texas at Austin (2020), advised by Björn Engquist; B.S. in Mathematics from the University of Michigan, Ann Arbor (2014). Prior Experience: Postdoctoral Research Fellow at George Mason University’s Center for Mathematics and Artificial Intelligence; Hedrick Assistant Adjunct Professor at UCLA (2020–2023); Graduate Research Assistant at Lawrence Berkeley National Lab (2018–2019). Carney’s research centers on multiscale and stochastic modeling , with applications in transport and mixing in turbulent flows , homogenization theory , and optimization under uncertainty . His work combines numerical analysis with physical modeling to solve complex problems in PDE-constrained optimization and fluid dynamics. Recent publications highlight his contributions to numerical homogenization , chaotic electroconvective flow modeling , and liquid-liquid phase separation in confined systems . These studies span fluid dynamics, computational physics, and applied mathematics, often involving collaborations with institutions like UCLA, UT Austin, and Lawrence Berkeley National Lab. Scientific Awards: Editors' Suggestion, Physical Review Fluids (2020) Carney has mentored students in the UCLA Computational and Applied Mathematics REU program and the Cal-State/UCLA Summer Bridge Program. His teaching spans differential equations, numerical methods, and advanced PDE courses at Union College and UCLA.













