References
- Anderson, J. 2017. AppliedLinearAlgebra.com, http://www.appliedlinearalgebra.com/blog/for-teachers/linear-algebra-laboratory-exercises/make-eigenvalues-resonate. Accessed 17 December 2018.
- Borrelli, R. L., and C. S. Coleman. 1987. Differential Equations: A Modeling Approach. Hoboken, NJ: Prentice-Hall.
- Brown, D. 2017. Tracker. http://physlets.org/tracker/. Accessed 17 December 2018.
- Feisel, L. D., and A. J. Rosa. 2005. The role of the laboratory in undergraduate engineering education, Journal of Engineering Education. 94: 121–130.
- French, A. P. 1987. Vibrations and Waves. New Delhi, India: CBS Publishers & Distributors.
- Lima, F. M. S., and P. Arun. 2006. An accurate formula for the period of a simple pendulum oscillating beyond the small angle regime. American Journal of Physics. 74: 892–895.
- Olver, P. J., and C. Shakiban. 2006. Applied Linear Algebra. Upper Saddle River, NJ: Pearson Prentice Hall.
- Peters, G., and J. H. Wilkinson. 1970. Ax=λBx and the generalized eigenproblem. SIAM Journal of Numerical Analysis. 7: 479–492.
- Serway, R. A., and J. W. Jewett. 2017. Physics for Scientists and Engineers. Boston, MA: Cengage.
- Tenenbaum, M., and H. Pollard. 1963. Ordinary Differential Equations. New York, NY Dover.
- Tisseur, F., and K. Meerbergen. 2001. The quadratic eigenvalue problem. SIAM Review. 43(2): 235–286.
- Wilkinson, J. H. 1998. The Algebraic Eigenvalue Problem. New York. NY Oxford University Press.