James R Brannan

Position:
Professor of Mathematical Sciences

Education:
PhD, Mathematics, Rensselaer Polytechnic Institute, 1979
MS, Mathematics, Utah State University, 1975
BS, Mathematics, Utah State University, 1973

Professional Interests:
Mathematical modeling, stochastic analysis, signal processing, and financial mathematics.

Recent Publications:

• Gao, Hongjun, James R. Brannan, and Jinqiao Duan, Nonlocal Dynamics of Passive Tracer Dispersion with Random Stopping, Proceedings of the Chinese Society for Industrial and Applied Math, 2000.
• Brannan, James R., Jeffrey Duan, and Vincent Ervin, "Escape Probability and Mean Residence Time in Random Flows with Unsteady Drift", accepted for publication in Mathematical Problems in Engineering.
• Brannan, James R., Jeffrey Duan, Vincent Ervin, and Leonid Razoumov, A Wiener-Hopf Technique for a Multiple Plate Diffraction Problem, Submitted to SIAM Journal of Applied Math.

Related Web Sites:
Department of Mathematical Sciences.