INFORMATION INTERACTION OF THERMOCHEMICAL POTENTIALS IN LIVING ORGANISMS AND GENERAL THEORY OF RELATIVITY

Authors

  • Volodymyr Tydnjuk
  • Volodymyr Kravchenko
  • Olena Mul
  • Mykola Shut

DOI:

https://doi.org/10.47839/ijc.3.2.292

Keywords:

General relativity theory, living organisms information fields, thermochemical potentials interaction

Abstract

The application of general theory of relativity for building of model of living organisms field is considered. The information field, which connects living organism with environment, forms a material object of such field. A non- electromagnetic nature of such material object is substantiated. The phenomenon of interaction of thermochemical potentials at distance is investigated.

References

V. Tydnjuk. F. Gorin. V. Kravchenko. B. Shevchuk. N. Shut. A. Kozakul. On Possibility of Living Organisms Field Modeling with the Help of General Theory of Relativity. Scientific Proceedings of National Pedagogical University named by M. Dragomanov, Physico-Mathematical Science Series. Kiev, 2002, pp. 105-112.

V. Tydnjuk. F. Gorin. V. Kravchenko. B. Beregovskij. B. Shevchuk. On Problem of Information Model in Theory of Living Organisms Fields. Problems of Control and Informatics (2) (2003) pp. 145-152.

P. Rashevskij. Riemannian Geometry and Tensor Analysis. Nauka, Moscow, 1967. p. 664.

N. Mitskevich. Physical Fields in General Theory of Relativity. Nauka, Moscow, 1969. p. 323.

G. Gorelik. Why Is Space Three-Dimensional? Nauka, Moscow, 1982. p. 166.

M. Hromchenko. Space Rhythm of Life. Znanie-Sila, Znanie, Moscow, 1986, pp. 27-30.

Biological Timer. Edited by S. Shnol'. Nauka, Moscow, 1964. p. 318.

A. Sokolov. I. Ternov. V. Gukovskij. Quantum Mechanics. Nauka, Moscow, 1979. p. 528.

V. Vvedenskij. V. Ogogin. Ultrasensitive Magnetometry and Bio-Magnetism. Nauka, Moscow, 1986. p. 199.

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Published

2014-08-01

How to Cite

Tydnjuk, V., Kravchenko, V., Mul, O., & Shut, M. (2014). INFORMATION INTERACTION OF THERMOCHEMICAL POTENTIALS IN LIVING ORGANISMS AND GENERAL THEORY OF RELATIVITY. International Journal of Computing, 3(2), 91-98. https://doi.org/10.47839/ijc.3.2.292

Issue

2004, Volume 3, Issue 2

Section

Articles

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