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Physical Review. E|March 18, 2018
Exact relations between homoclinic and periodic orbit actions in chaotic systemsJizhou Li, Steven TomsovicPhysical Review. E|April 20, 2019
Exact decomposition of homoclinic orbit actions in chaotic systems: Information reductionJizhou Li, Steven TomsovicPhysical Review. E|December 25, 2019
Asymptotic relationship between homoclinic points and periodic orbit stability exponentsJizhou Li, Steven TomsovicPhysical Review. E|July 16, 2017
Geometric determination of classical actions of heteroclinic and unstable periodic orbitsJizhou Li, Steven TomsovicPhysical Review. E|September 27, 2018
Complex saddle trajectories for multidimensional quantum wave packet and coherent state propagation: Application to a many-body systemSteven TomsovicPhilosophical Transactions. Series A, Mathematical, Physical, and Engineering Sciences|May 4, 2016
A semiclassical reversibility paradox in simple chaotic systemsSteven TomsovicPhysical Review. E|June 16, 2022
Corrected Maslov index for complex saddle trajectoriesHuichao Wang, Steven TomsovicPhysical Review. E, Statistical, Nonlinear, and Soft Matter Physics|August 27, 2011
Kolmogorov-Sinai entropy of many-body Hamiltonian systemsArul Lakshminarayan, Steven TomsovicPhysical Review. E|May 17, 2024
Reduced dimensional Monte Carlo method: Preliminary integrationsJarod Tall, Steven TomsovicPhysical Review. E, Statistical, Nonlinear, and Soft Matter Physics|October 13, 2007
Fluctuations of finite-time stability exponents in the standard map and the detection of small islandsSteven Tomsovic, Arul LakshminarayanPageof 12