John W. Cain, Ph.D.
Affiliations: | 2005 | Duke University, Durham, NC |
Area:
Mathematics, Animal Physiology Biology, Biomedical EngineeringGoogle:
"John Cain"Parents
Sign in to add mentor| David G. Schaeffer | grad student | 2005 | Duke | |
| (Issues in the one -dimensional dynamics of a paced cardiac fiber.) | ||||
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Publications
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| Cain JW, He L, Waldrop L. (2020) Modeling action potential reversals in tunicate hearts. Physical Review. E. 102: 062421 |
| Cain JW. (2014) Stability of impulsively forced excitable fibers to perturbations of the forcing period Siam Journal On Applied Mathematics. 74: 191-207 |
| Cain JW. (2011) Mathematics, cardiac phenomena and the diagnosis of pathology. Future Cardiology. 7: 587-90 |
| Sedaghat H, Wood MA, Cain JW, et al. (2008) Complex temporal patterns of spontaneous initiation and termination of reentry in a loop of cardiac tissue. Journal of Theoretical Biology. 254: 14-26 |
| Cain JW, Schaeffer DG. (2008) Shortening of cardiac action potential duration near an insulating boundary. Mathematical Medicine and Biology : a Journal of the Ima. 25: 21-36 |
| Berger CM, Cain JW, Socolar JE, et al. (2007) Control of electrical alternans in simulations of paced myocardium using extended time-delay autosynchronization. Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics. 76: 041917 |
| Cain JW. (2007) Criterion for stable reentry in a ring of cardiac tissue. Journal of Mathematical Biology. 55: 433-48 |
| Schaeffer DG, Cain JW, Gauthier DJ, et al. (2007) An ionically based mapping model with memory for cardiac restitution. Bulletin of Mathematical Biology. 69: 459-82 |
| Cain JW. (2006) DYNAMIC BEHAVIOR OF A PACED CARDIAC FIBER. Siam Journal On Applied Mathematics. 66: 1776-1792 |
| Cain JW, Schaeffer DG. (2006) Two-Term Asymptotic Approximation of a Cardiac Restitution Curve. Siam Review. Society For Industrial and Applied Mathematics. 48: 537-546 |