Fundamentals of Elementary Relations Theory
2009jbn | V. A. Panchelyuga  // Research Institute of Hypercomplex Systems in Geometry and Physics, Friazino, Russia, Institute of Theoretical and Experimental Biophysics of RAS, Pushchino, Russia, panvic333@yahoo.com

Main goal of the paper is maybe not so much to present our results on the fundamentals of elementary relations theory as rather than draw attention to a problem, which steel unstated despite the fact that it implicitly exists in many logical, mathematical and physical models. This is the problem of elementary, i.e. indecomposable to more simple, relations. Due to extremely general nature of the notion of relation it underlies such the most general concepts of contemporary science as, for example, notion of number, symmetry, interaction, space-time, and so on. Because of this, careful investigation of the elementary relations problem can give us a way to understand not only the origin of the above-mentioned notions but also its possible limits.

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