CONSISTENCY, INDEPENDENCE, COMPLETENESS OF THE AXIOMATIC SYSTEM OF THE SCHOOL PLANE GEOMETRY COURSE

Authors

  • P.M. NAHAPETYAN National Polytechnic University of Armenia Author

Keywords:

consistency, independence, completeness, school Plane Geometry course

Abstract

It is proved that all axioms of the  system are true statements in Weyl’s geometry, it means that the system of  axioms is consistent, if arithmetic of real numbers is it consi­s­­tent, the axioms of the  system do not satisfy the requirements of independence, compl­eteness.

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Published

25.02.2026

Issue

Vol. 1 (2024)

Section

Articles