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Статья
2016

Phenomenologically symmetric geometry of two sets of rank (3,2)


G. G. MikhailichenkoG. G. Mikhailichenko
Русская математика
https://doi.org/10.3103/S1066369X16020079
Abstract / Full Text

We define and study one of the simplest phenomenologically symmetric geometry of two sets of rank (3, 2), given on one- and two-dimensional manifolds by metric function.

Author information
  • Gorny Altai State University, ul. Lenkina 1, Gorno-Altaisk, 649000, RussiaG. G. Mikhailichenko
References
  1. Mihailichenko, G. G., Muradov, R. M. The Geometry of Two Sets (LAP LAMBERT Academic Publ., Saarbrucken, 2013).
  2. Kulakov, Yu. I. The Theory of Physical Structures (Domimiko, Moscow, 2004) [in Russian
  3. Mikhailichenko, G. G. “A Binary Physical Structure of Rank (3, 2)”, Sib. Mat. Zhurn. 14, No. 5, 1057–1064 (1973). [in Russian].
  4. Kyrov, V. A. “Projective Geometry and the Theory of Physical Structures”, Russian Mathematics (Iz. VUZ) 52, No. 11, 42–52 (2008).