Corpus ID: 41224150

/V[ATHEMATICAL MODELS OF THRESHOLD P H E N O M E N A IN THE NERVE

@inproceedings{MEMBRAN2006VATHEMATICALMO,
  title={/V[ATHEMATICAL MODELS OF THRESHOLD P H E N O M E N A IN THE NERVE},
  author={E MEMBRAN and IICHARD FITZHUGH},
  year={2006}
}
  • E MEMBRAN, IICHARD FITZHUGH
  • Published 2006
  • The types of mathematical model which have been used to represent all-or-none behavior in the nerve membrane may be classified as follows: (1) the discontinuous threshold phenomenon, in which differential equations with discontinuous functions provide both a discontinuity of response as a function of stimulus intensity at threshold and a finite maximum latency, (2) the singular-point threshold phenomenon which exists in a phase space having analytic functions in its differential equations and… CONTINUE READING

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    References

    Discontinuous Threshold Phenomena The models of nerve of N
    • Rashevsky (1933,
    • 1948