Applicants should complement the department's Ph.D. programs in dynamical systems and applied numerical analysis. Appropriate areas include numerical analysis, dynamical systems, ordinary or partial differential equations, applied mathematics, geometric analysis or control theory. The department has a large graduate program with a strong PhD centered about research efforts in the above areas. An NSF Engineering Research Center provides many opportunities for interdisciplinary work. Outstanding outdoor recreation including fishing, hunting, skiing and backpacking is abundant in this lovely mountain valley which lies only 90 miles from Yellowstone National Park.
Local schools are much above average by national standards.
Send resume and names of three references to Dr. K. J. Tiahrt, Department of Mathematical Sciences, Montana State University, Bozeman, MT 59717-0240. The purpose of the symposium is to provide a forum for the presentation and the discussion of recent advances in the analysis and implementation of iterative methods for solving large linear sysytems of equations and for determining eigenvalues, eigenvectors or singular values of large matrices. On multilevel iteration methods for problems in elasticity theory. F. Chatelin, The Arnoldi Chebyshev iterative method for the stability of evolution equations. D. Kincaid, Second degree iterative methods.