Plant RE, Kim M. (1976). Mathematical description of a bursting pacemaker neuron by a modification of the Hodgkin-Huxley equations. Biophysical journal. 16 [PubMed]

See more from authors: Plant RE · Kim M

References and models cited by this paper
References and models that cite this paper

Buchholtz F, Golowasch J, Epstein IR, Marder E. (1992). Mathematical model of an identified stomatogastric ganglion neuron. Journal of neurophysiology. 67 [PubMed]

Butera RJ, Clark JW, Canavier CC, Baxter DA, Byrne JH. (1995). Analysis of the effects of modulatory agents on a modeled bursting neuron: dynamic interactions between voltage and calcium dependent systems. Journal of computational neuroscience. 2 [PubMed]

Canavier CC, Clark JW, Byrne JH. (1991). Simulation of the bursting activity of neuron R15 in Aplysia: role of ionic currents, calcium balance, and modulatory transmitters. Journal of neurophysiology. 66 [PubMed]

Epstein IR, Marder E. (1990). Multiple modes of a conditional neural oscillator. Biological cybernetics. 63 [PubMed]

Hindmarsh JL, Rose RM. (1984). A model of neuronal bursting using three coupled first order differential equations. Proceedings of the Royal Society of London. Series B, Biological sciences. 221 [PubMed]

Li YX, Bertram R, Rinzel J. (1996). Modeling N-methyl-D-aspartate-induced bursting in dopamine neurons. Neuroscience. 71 [PubMed]

Morris C, Lecar H. (1981). Voltage oscillations in the barnacle giant muscle fiber. Biophysical journal. 35 [PubMed]

Olivares E et al. (2015). TRPM8-Dependent Dynamic Response in a Mathematical Model of Cold Thermoreceptor. PloS one. 10 [PubMed]

Oprisan SA. (2017). Predicting the Existence and Stability of Phase-Locked Mode in Neural Networks Using Generalized Phase-Resetting Curve. Neural computation. 29 [PubMed]

Phillips AJ, Robinson PA. (2007). A quantitative model of sleep-wake dynamics based on the physiology of the brainstem ascending arousal system. Journal of biological rhythms. 22 [PubMed]

Teka W, Tabak J, Bertram R. (2012). The relationship between two fast/slow analysis techniques for bursting oscillations. Chaos (Woodbury, N.Y.). 22 [PubMed]

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