Relative Phase Behavior of Two Slowly Coupled Oscillators. - Paul Frankel; Tim Kiemel (SIAM J. Appl. Math., 1993)

Estimation of Coupling Strength in Regenerated Lamprey Spinal Cords Based on a Stochastic Phase Model. - Tim Kiemel; Avis H. Cohen (J. Comput. Neurosci., 1998)

Multisensory fusion and the stochastic structure of postural sway. - Tim Kiemel; Kelvin S. Oie; John J. Jeka (Biol. Cybern., 2002)

Estimating the Strength and Direction of Functional Coupling in the Lamprey Spinal Cord. - Tim Kiemel; Kevin M. Gormley; Li Guan; Thelma L. Williams; Avis H. Cohen (J. Comput. Neurosci., 2003)

Comparing internal models of the dynamics of the visual environment. - Sean Carver; Tim Kiemel; Herman van der Kooij; John J. Jeka (Biol. Cybern., 2005)

Modeling the Dynamics of Sensory Reweighting. - Sean Carver; Tim Kiemel; John J. Jeka (Biol. Cybern., 2006)

On the derivation and tuning of phase oscillator models for lamprey central pattern generators. - Péter L. Várkonyi; Tim Kiemel; Kathleen Hoffman; Avis H. Cohen; Philip Holmes (J. Comput. Neurosci., 2008)

Optimal motor control may mask sensory dynamics. - Sean Carver; Tim Kiemel; Noah J. Cowan; John J. Jeka (Biol. Cybern., 2009)

Postural control in a bipedal robot using sensory reweighting. - Theresa J. Klein; M. Anthony Lewis; John J. Jeka; Tim Kiemel (ICRA, 2011)

Navigating sensory conflict in dynamic environments using adaptive state estimation. - Theresa J. Klein; John J. Jeka; Tim Kiemel; M. Anthony Lewis (Biol. Cybern., 2011)

Using a System Identification Approach to Investigate Subtask Control during Human Locomotion. - David Logan; Tim Kiemel; John J. Jeka (Frontiers Comput. Neurosci., 2016)

Modeling Human-Human Collaboration: A Connection Between Inter-Personal Motor Synergy and Consensus Algorithms. - Sara Honarvar; Jin-Oh Hahn; Tim Kiemel; Jae Kun Shim; Yancy Diaz-Mercado (ACC, 2022)