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Title: Pravděpodobnostní model spontánní vzruchové aktivity neuronu (Czech)
Title: Probabilistic model of spontaneous impulse activity of a neuron (English)
Author: Škvařil, Jan
Language: Czech
Journal: Kybernetika
ISSN: 0023-5954
Volume: 4
Issue: 2
Year: 1968
Pages: (169)-182
Summary lang: English
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Category: math
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MSC: 90C90
MSC: 92C20
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Date available: 2009-09-24T15:54:59Z
Last updated: 2012-06-04
Stable URL: http://hdl.handle.net/10338.dmlcz/124925
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Reference: [1] Amassian V. E., Macy J., Jr., and Waller H. J.: Patterns of activity of simultaneously recorded neurons in midbrain reticular formation.Ann. N. Y. Acad. Sci. 89, (1961), 883-95.
Reference: [2] Bishop P. O., Levick W. R., and Williams W. O.: Statistical analysis of the dark discharge of lateral geniculate neurons.J. Physiol. (London) 170 (1964), 598-612.
Reference: [3] Cox D. R., and Smith W. L.: On the superposition of renewal processes.Biometrika 41 (1954), 91-99. MR 0062995
Reference: [4] Cramér H.: Mathematical methods of statistics.Princeton 1945. MR 0016588
Reference: [5] Creutzfeldt O. a j.: Electrophysiology of cortical nerve cells.In: The Thalamus (Purpura and Yahr, Editor), Columbia University Press, New York 1966.
Reference: [6] Doob J. L.: Stochastic processes.Wiley, New York 1954. Zbl 0059.11903, MR 1038526
Reference: [7] Drozen V. a Nádvorník P.: Varianta modelu biologického neuronu podle N. I. Vvěděnského.Kybernetika 1 (1965), 180-183.
Reference: [8] Eccles J. C.: The mechanism of synaptic transmission.Ergebnisse der Physiologie 51 (1961), 299-430, Springer, Berlin.
Reference: [9] Feller W.: An introduction to probability theory and its applications I.Wiley, New York 1957. MR 0088081
Reference: [10] Fetz E. E., Gerstein G. L.: An RC model for spontaneous activity of single neurons.Quart. Progr. Rept. Mass. Inst. Tech. Res. Lab. Electron. 71 (1963), 249-257.
Reference: [11] Gecsei J.: Kybernetické modely neuronů.Kandidátská disertační práce, VÚMS, Praha 1962.
Reference: [12] Geisler C. D., and Goldberg J. M.: A stochastic model of the repetitive activity of neurons.Biophysical J. 6 (1966), 53-69.
Reference: [13] Gerstein H. L.: Mathematical models for the all-ornone activity of some neurons.IRE Trans. Inform. IT-8 (1962), 137-143.
Reference: [14] Gerstein G. L., Mandelbrot B.: Random walk models for the spike activity of a single neuron.Biophysical J. 4 (1964), 41-68.
Reference: [15] Goldberg J. M. a j.: Response of neurons of the superior olivary complex of the cat to acoustic stimuli of long duration.J. Neurophysiol. 27 (1964), 706-749.
Reference: [16] Hagiwara S.: Analysis of interval fluctuation of the sensory nerve impulse.Japan J. Physiol. 4 (1954), 234-240.
Reference: [17] Hanš O.: .Osobní sdělení.
Reference: [18] Havel J.: Realizace náhodné proměnné s exponenciálním rozložením.ÚTIA ČSAV, 1965.
Reference: [19] Hiršl P.: Model neuronu.Kybernetika 1 (1965), 539-550.
Reference: [20] Хинчин А. Я.: Работы по математической теории масового обслуживания.Труды Математического института им. В. А. Стеклова, 49 (1955). Zbl 1160.26300
Reference: [21] Landahl H. D.: Theory of the distribution of response times in nerve fibers.Bull. Math. Biophys. 3 (1941), 141-47.
Reference: [22] Macků J. a Nádvorník P.: Elektronický model neuronu podle N. I. Vvěděnského.Kybernetika 1 (1965), 56-61.
Reference: [23] Nádvorník P. a j.: Poznámky k výběru proměnných pro vlastní model nervové buňky.Kybernetika 1 (1965), 50-55.
Reference: [24] Palm C.: Intensitätsschwankungen in Fernsprechverkehr.Ericsson Technics 44 (1943). MR 0011402
Reference: [25] Perkel D. H.: Applications of a digital computer simulation of a neuronal network.In: Biophysics and Cybernetic System (Maxfield, M., Callahan, A., and Fogel, L. J., Eds.) Spartan Books, Washington, D. C, 1965, 37-51.
Reference: [26] Perkel D. H., Moore G. P., and Segundo J. P.: Continuoustime simulation of ganglion nerve cells in Aplysia.In: Biomedical Sciences Instrumentation (Alt, F., Ed.) Plenum Press, New York, 1963, 347-357.
Reference: [27] Rapoport A.: Contribution to the probabilistic theory of neural nets: II. Facilitation and threshold phenomena.Bull. Mathem. Biophysics 12 (1950), 187. MR 0038637
Reference: [28] Ruch T. C., and Fulton J. F.: Medical physiology and biophysics.18. vydání. Saunders, Philadelphia and London, 1960.
Reference: [29] Siebert W. M., and Gray P. R.: Random process model for the firing pattern of single auditory neurons.Report No. 71 of Research Laboratory of Electronics M. I. T., 241, 1963.
Reference: [30] Stein R. B.: A theoretical analysis of neuronal variability.Biophys. J. 5 (1965), 173-194.
Reference: [31] Škvařil J. a j.: Matematická analýza spontánní vzruchové aktivity neuronů v rostrální a kaudální části mozkového kmene u krysy.Activitas Nerv. Sup. (v tisku).
Reference: [32] Ten Hoopen M.: Multimodal interval distributions.Kybernetik 3 (1965).
Reference: [33] Ten Hoopen M.: Probabilistic firing of neurons considered as a first passage problem.Biophys. J. 6 (1966), 435-451.
Reference: [34] Ten Hoopen M., den Hertog A., and Reuver H. A.: Fluctuation in excitability of nerve fibres- a model study.Kybernetik 2 (1963), 1-8.
Reference: [35] Ten Hoopen M., and Verveen A. A.: Nerve-model experiments on fluctuation in excitability.Nerve Brain and Memory Models (Editors Wiener and Schadé). Elsevier Publishing Co., Amsterdam, 1963.
Reference: [36] Viernstein L. J., and Grossman R. G.: Neural discharge patterns in the transmission of sensory information.In Information Theory, Fourth London Symp. (Cherry, C., Ed.) Butterworths, London 1961).
Reference: [37] Vlach J.: Přímý vstup dvouhodnotových signálů z magnetofonu do počítače.Sborník prací ÚVT ČSAV - ČVUT, Praha 1966.
Reference: [38] Weiss T.: Základy neurofyziologie.SNTL, Praha 1963 (skripta).
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