STOCHASTIC DYNAMIC ASPECTS OF NEURONAL-ACTIVITY

Blanchard P, COMBE P, NENCKA H, RODRIGUEZ R (1993)
JOURNAL OF MATHEMATICAL BIOLOGY 31(2): 189-198.

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Abstract
A stochastic model of neuronal activity is proposed. Some stochastic differential equations based on jump processes are used to investigate the behavior of the membrane potential at a time scale small with respect to the neuronal states time evolution. A model for learning, implying short memory effects, is described.
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Blanchard P, COMBE P, NENCKA H, RODRIGUEZ R. STOCHASTIC DYNAMIC ASPECTS OF NEURONAL-ACTIVITY. JOURNAL OF MATHEMATICAL BIOLOGY. 1993;31(2):189-198.
Blanchard, P., COMBE, P., NENCKA, H., & RODRIGUEZ, R. (1993). STOCHASTIC DYNAMIC ASPECTS OF NEURONAL-ACTIVITY. JOURNAL OF MATHEMATICAL BIOLOGY, 31(2), 189-198.
Blanchard, P., COMBE, P., NENCKA, H., and RODRIGUEZ, R. (1993). STOCHASTIC DYNAMIC ASPECTS OF NEURONAL-ACTIVITY. JOURNAL OF MATHEMATICAL BIOLOGY 31, 189-198.
Blanchard, P., et al., 1993. STOCHASTIC DYNAMIC ASPECTS OF NEURONAL-ACTIVITY. JOURNAL OF MATHEMATICAL BIOLOGY, 31(2), p 189-198.
P. Blanchard, et al., “STOCHASTIC DYNAMIC ASPECTS OF NEURONAL-ACTIVITY”, JOURNAL OF MATHEMATICAL BIOLOGY, vol. 31, 1993, pp. 189-198.
Blanchard, P., COMBE, P., NENCKA, H., RODRIGUEZ, R.: STOCHASTIC DYNAMIC ASPECTS OF NEURONAL-ACTIVITY. JOURNAL OF MATHEMATICAL BIOLOGY. 31, 189-198 (1993).
Blanchard, Philippe, COMBE, P, NENCKA, H, and RODRIGUEZ, R. “STOCHASTIC DYNAMIC ASPECTS OF NEURONAL-ACTIVITY”. JOURNAL OF MATHEMATICAL BIOLOGY 31.2 (1993): 189-198.
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