Todd Young 

Dynamics in Biology Research Group  Spring 2014. Front: Xue Gong, Todd Young, Kara Finley. Back: Richard Buckalew, Ying Xin, Winfried Just, Danielle Witt, Valentin Afraimovich, Greg Moses, Bismark Oduro, Will Clark. Missing: Nathan Breitsch, Philip Miller. 
Professor of Mathematics
My mission: To contribute to transformative progress in biology and
medicine through the application of dynamical systems ideas and to
give students at all levels exciting and rigorous training in the
mathematical sciences that will help them to have productive, rewarding careers.

Contact Information

ODE, RDE and SDE Models of Cell Cycle Dynamics and Clustering in Yeast, Erik M. Boczko, Tomas Gedeon, Chris C. Stowers and T.R. Young, J. Biological Dynamics 4, July 2010, 328–345.
Clustering in Cell Cycle Dynamics with General Responsive/Signaling Feedback, T.R. Young, B. Fernandez, R. Buckalew, G. Moses, E. Boczko, J. Theor. Biology 292 (2012), 103115.
Cell Cycle Dynamics: Clustering is Universal in Negative Feedback Systems, N. Breitsch, G. Moses, T.R. Young, E. Boczko, J. Math. Biology, 70 (5) (2015), 11511175. %50 doi: 10.1007/s0028501407867.
A Low Dimensional Dynamical Model of the Pulmonary Innate Immune Response to Infection, T.R. Young, R. Buckalew, A.K. May, E.M. Boczko, Math. Biosciences 235 (2012), 189200. Doi: 10.1016/j.mbs.2011.12.004.
NonInvasive detection of pulmonary pathogens in ventilatorcircuit filters by PCR. R.J. Isaacs, K. Debelak, P.R. Norris, J.M. Jenkins, J.C. Rooks, T.R. Young, A.K. May, E.M. Boczko, Amer. J. Translational Research 4 (1) (2012), 7282. PMC: 3276378.
Nonlinear dynamics of emotioncognition interaction: When emotion does not destroy cognition?, V. Afraimovich, T.R. Young, M.K. Muezzinoglu, M. Rabinovich, Bulletin Mathematical Biology, 73 (2011), 266284.
Hard bifurcations in dynamical systems with bounded random perturbations, with A.J. Homburg, Regular & Chaotic Dynamics 11 (2006), 247258.
The Hopf bifurcation with bounded noise, R.T. Botts, A.J. Homburg, T.R. Young, Discrete Cont. Dynam. Systems  A. 32 (2012), 29973007.
Topological entropies for equivalent smooth flows, W.X.~Sun, T.R. Young and Y.H.~Zhou, Transactions of the American Mathematical Society 361 (2009), 30713082.
Higher Order Birkhoff Averages, Thomas Jordan, Vincent Naudot and T.R. Young, Dynamical Systems 361 (2009), 30713082..
Comparison of binary classification based on signed distance functions with support vector machines, E.~Boczko, D.~Wu, M.H.~Xie and T.R. Young, Proc. Ohio Collaborative Conference on Bioinformatics, 2006.
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