Todd Timberlake
* - student coauthor
Timberlake, Todd K., and Molly Nelson*. “Quantum Signatures of Non-Newtonian Orbits in the Asymmetric Infinite Square Well.” Physical Review E (2009) 79: 036213-1 – 036213-7. (DOI: 10.1103/PhysRevE.79.036213) (Read Abstract)
Timberlake, Todd, and Javier E. Hasbun. "Computation in Classical Mechanics." American Journal of Physics (2008) 76(4&5): 334-339. (Read Abstract)
Taylor, Ron, and Todd Timberlake. "Tearing Plastic: A Laboratory Exercise on Fractals and Hyperbolic Geometry." PRIMUS (2007) 17(4): 316-342. (Read Abstract)
Tucker*, Jeffery, and Todd Timberlake. "Statistical Analysis of the Randomness of Prime Numbers." Proceedings of the Harriett J. Walton Symposium on Undergraduate Mathematics Research (2007) 5: 15-19. (Read Abstract)
T. Timberlake, "Random Numbers and Random Matrices: Quantum Chaos Meets Number Theory." American Journal of Physics (2006) 74:547-553. (Read Abstract)
Timberlake, T., F. Petruzielo*, and L. E. Reichl. "Localization of Floquet States Along a Continuous Line of Periodic Orbits." Physical Review E (2005) 72: 016208. (Read Abstract)
Timberlake, T. "A Computational Approach to Teaching Conservative Chaos." The American Journal of Physics (2004) 72: 1002-1007. (Read Abstract)
Timberlake, Todd K. “Teaching Chaos Theory to Undergraduate Physics Majors.” Georgia Journal of Science (2004) 62(1): 54.
T. Timberlake and J. V. Foreman*, "Correlation of the Photodetachment Rate of a Scarred Resonance State with the Classical Lyapunov Exponent." Physical Review Letters (2003) 90: 103001-103004. (Read Abstract)
T. Timberlake and L. E. Reichl. "Phase-space picture of resonance creation and avoided crossings." Physical Review A (2001) 64: 033404.
http://www.arxiv.org/abs/quant-ph/0010003
T. Timberlake and L. E. Reichl. "Changes in Floquet-state structure at avoided crossings: Delocalization and harmonic generation." Physical Review A (1999) 59: 2886-2893.
http://www.arxiv.org/abs/quant-ph/9810014
W. Chism, T. Timberlake, and L. E. Reichl. "High harmonic generation in systems with bounded chaos." Physical Review E (1998) 58: 1713-1723.