Profile Detail
Dr. Rajeev Rajaram
Ph.D. in applied mathematics from Iowa State University in 2005
M.S. in applied mathematics from Iowa State University in 2003
M.S. in electrical engineering form Iowa State University in 2001
B. E. (Hons.) in instrumentation engineering from B.I.T.S., Pilani, India in 1998
With the Ashtabula Campus since 2008
Scholarly, Creative & Professional Activities
Articles under press/review
Rajaram, R. and Vaidya, U. Robust stability analysis using Lyapunov density. International Journal of Control (accepted Jan 2013).
Articles in Print
Rajaram, R. and Castellani, B.Modeling Complex Systems Macroscopically: Case/Agent-Based Modeling, Synergetics and the Continuity Equation. Complexity. doi: 10.1002/cplx.21412
Vaidya, U., Rajaram, R., & Dasgupta, S. Actuator and Sensor placement in linear advection PDE, J. Math. Anal. Appl. 394, pp. 213-224, 2012
Castellani, B. and Rajaram, R.: Case-based modeling and the sacs toolkit: A mathematical outline. Journal of Computational and Mathematical Organization Theory, 18(2): 153-174, 2012.
Castellani, B., Rajaram, R., Buckwalter, JG., Ball, M., and Hafferty, F. “Place and Health as Complex Systems: A Case Study and Empirical Test.” Proceedings of the Center for Complexity in Health, Kent State University at Ashtabula, 1(1):1-35, 2012.
Rajaram, R., Vaidya, U., Fardad, M., & Ganapathysubramanian, B. Stability in the almost everywhere sense: a linear transfer operator approach, J. Math. Anal. Appl., 368, pp. 144-156, 2010.
Rajaram, R., & Najafi, M. Exact controllability of a system of coupled strings in parallel, Applicable Analysis, 89(5), pp. 677-691, May 2010.
Rajaram, R., & Najafi, M. Exact controllability of wave equations in Rn coupled in parallel, J. Math. Anal. Appl., 356, pp. 7-12, 2009.
Rajaram, R., & Najafi, M. Analytical treatment and convergence of the Adomian Decomposition Method for a system of coupled damped wave equations. Applied Mathematics and Computation, 212, pp. 72-81, 2009.
Rajaram, R. Exact boundary controllability of the linear advection equation. Applicable Analysis, 88(1), pp. 121-129, January 2009.
Rajaram, R. Exact boundary controllability results for a Rao-Nakra sandwich beam.Systems and Control Letters, 56(7-8), pp. 558-567, 2007.
Research Areas
- Control theory of partial differential equations
- Complexity Science
OFFICE
Department of Mathematical SciencesCONTACT INFO
Phone: 440-964-4537rrajaram@kent.edu
COURSES TEACHING
Spring 2013- MATH 10020 - 211 Pre - Algebra
- MATH 10021 - 211 Basic Algebra I
- MATH 10022 - 211 Basic Algebra Ii
- MATH 10023 - 211 Basic Algebra Iii
- MATH 10024 - 211 Basic Algebra Iv
- MATH 11009 - 200 Modeling Algebra
- MATH 11012 - 200 Intuitive Calculus
- MATH 14002 - 210 Basic Mathematical Concepts Ii
- MATH 11009 - 201 Modeling Algebra
- MATH 11008 - 200 Explorations Modern Math
- MATH 11009 - 202 Modeling Algebra
- MATH 11012 - 200 Intuitive Calculus
- MATH 14001 - 200 Basic Mathematical Concepts I