Dr. Martin Bohner

powered by
COS Expertise®
University of Missouri-Rolla
College of Arts and Sciences
Mathematics & Statistics
Associate ProfessorAppointed: 2004
Professional Headshot of Martin  Bohner

Mailing Address

University of Missouri-Rolla
Department of Mathematics and Statistics
106 Rolla Building
Rolla, Missouri 65409-0020
United States

Contact Information

Phone: (573) 341-4129
Fax: (573) 341-4741
bohner@umr.edu
http://www.umr.edu/~bohner

Qualifications

Ph.D., University of Ulm, Mathematics, 1995.
M.A., University of Ulm, Economics and Mathematics, 1992.
M.S., San Diego State University, Applied Mathematics, 1991.
B.S., University of Ulm, Economics and Mathematics, 1989.

Keywords

COS Keywords:

Applied Mathematics, Economics, Mathematics, Operations Research, Oscillations, Partial Differential Equations, Statistics.

Additional Terms:

Boundary Value Problems, Differential, Difference, and Dynamic Equations, Oscillation, Sturm-Liouville, Hamiltonian, Symplectic Systems, Variational Analysis.

Languages

(Reading, Writing, Speaking)

English: (Fluent, Fluent, Fluent)
German: (Fluent, Fluent, Fluent)
French: (Functional, Functional, Functional)
Turkish: (Functional, Functional, Functional)

Previous Positions

2001-2002, Associate Professor, Florida Institute of Technology, Faculty of Science, Applied Mathematics
1998-1998, Assistant Professor, San Diego State University, Faculty of Science, Mathematics and Statistics
1998-2004, Assistant Professor, University of Missouri-Rolla, College of Arts and Sciences, Mathematics & Statistics
1997-1997, Research Professor, National University of Singapore, Faculty of Science, Mathematics
1995-1996, Assistant Professor, University of Hohenheim, Faculty of Economics, Statistics
1994-1994, Lecturer, Berufsakademie Heidenheim, Faculty of Engineering, Operations Research
1993-1993, Scientific Assistant, University of Ulm, Germany, Faculty of Mathematics and Economics, Applied Mathematics

Publications

  • Martin Bohner and Allan Peterson, Advances in Dynamic Equations on Time Scales. Birkhauser, Boston, 2003
  • Martin Bohner and Allan Peterson, Dynamic Equations on Time Scales: An Introduction with Applications. Birkhauser, Boston, 2001
  • Martin Bohner, Linear Hamiltonian difference systems: disconjugacy and Jacobi-type conditions, Journal of Mathematical Analysis and Applications, 199(3), 804-826, 1996
  • Martin Bohner and Stefen Hui, Brain state in a convex body, IEEE Transactions on Neural Networks, 6(5), 1053-1060

Profile Details

Last Updated: 8/6/2005

COS Expertise ID #1080574
Reference this profile directly: http://myprofile.cos.com/bohner