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Gutman A, Shimoliunas A. Teoriia potentsiala EEG v modeli tonkikh obolochek mozga. II. Model' mnogosloĭnogo ploskogo kabelia [Theory of EEG potentials in a model of thin brain integuments. II. Model of a multilayer flat cable]. Biofizika. 1976;21(2):349-51
Gutman, A., & Shimoliunas, A. (1976). Teoriia potentsiala EEG v modeli tonkikh obolochek mozga. II. Model' mnogosloĭnogo ploskogo kabelia [Theory of EEG potentials in a model of thin brain integuments. II. Model of a multilayer flat cable]. Biofizika, 21(2), 349-51.
Gutman, A, and Shimoliunas, A. "Teoriia potentsiala EEG v modeli tonkikh obolochek mozga. II. Model' mnogosloĭnogo ploskogo kabelia" [Theory of EEG potentials in a model of thin brain integuments. II. Model of a multilayer flat cable]. Biofizika vol. 21,2 (1976): 349-51.
Gutman A, Shimoliunas A. Teoriia potentsiala EEG v modeli tonkikh obolochek mozga. II. Model' mnogosloĭnogo ploskogo kabelia [Theory of EEG potentials in a model of thin brain integuments. II. Model of a multilayer flat cable]. Biofizika. 1976 Mar-Apr;21(2):349-51. Russian. PMID: 1268284.
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Biofizika. 1976 Mar-Apr;21(2):349-51.

[Theory of EEG potentials in a model of thin brain integuments. II. Model of a multilayer flat cable].

Biofizika

[Article in Russian]
A Gutman, A Shimoliunas

PMID: 1268284

Abstract

A model of a polylayer spheric cable for estimating EEG potentials was discussed earlier [1]. As far as the holes in the natural scull were ignored in that model, the contrary assumption is useful: the scull is regarded as an infinite plain. Among the solution of the equations of both models there exist uncomplicated relations.

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