| Department of Mathematics
College of Liberal Arts and Sciences Arizona State University Tempe, AZ 85287 - 1804 |
Office: PSA445
Phone: (602) 965-1057 Email: baer@math.la.asu.edu URL: http://math.la.asu.edu/~baer |
Baer, S.M. and C. Tier: An analysis of a dendritic neuron model with an active membrane site. J. Math. Biology 23:137-161 (1986).
Baer, S.M. and T. Erneux: Singular Hopf bifurcation to relaxation oscillations. SIAM J. Appl. Math. 46:721-737 (1986).
Erneux, T., S.M. Baer and P. Mandel: Subharmonic bifurcation and bistability of periodic solutions in a periodically modulated laser. Physical Review A. 35:1165-1171 (1987).
Baer, S.M., T. Erneux, and J. Rinzel: The slow passage through a Hopf bifurcation: delay, memory effects and resonance. SIAM J. Appl. Math. 49:55-71 (1988).
Rinzel, J. and S.M. Baer: Threshold for repetitive activity for a slow stimulus ramp: a memory effect and its dependence on fluctuations. Biophysical J. 54:551-555 (1988).
Nelson, R., R. Pflug, and S.M. Baer: Background-induced flicker-enhancement in cat retinal horizontal cells II: spatial properties. J. Neurophysiol. 64:326-340 (1990).
Baer, S.M. and J. Rinzel: Propagation of dendritic spikes mediated by excitable spines: a continuum theory. J. Neurophysiol. 65:874-890 (1991).
Baer, S.M. and T. Erneux: Singular Hopf bifurcation to relaxation oscillations II. SIAM J. Appl. Math. 52:1651-1664 (1992).
Baer, S.M., J. Rinzel, and H. Carrillo: Analysis of an autonomous phase model for neuronal parabolic bursting. J. Math. Biol. 33:309-333 (1995).
Wu, H-Y, S.M. Baer: Analysis of an excitable spine with an activity dependent stem conductance. J. Math. Biol. 36:569-592 (1998).
Kuske, R. and S.M. Baer: Asymptotic analysis of noise sensitivity in a neuronal burster. Bull. Math. Biol. 64:447-481 (2002).
Verzi, D.W., M.B. Rheuben, and S.M. Baer: Impact of time dependent changes in spine density and spine shape on the input-output properties of a dendritic branch: A computational study. J. Neurophysiol. 93:2073-2085 (2005).