ON THE GEOMETRY OF THE REAL THREEFOD VARIETY

Abstract: 

The geometry of variety of R3 unites all possible Geometry on R3: affine, Euclidean, Galilean and etc. The properties of variety studied in one of private Geometries, are the inherent properties of variety of R3. For example, inhomogeneity of Galilean space attracts inhomogeneity of variety of R3.

Key words: 

Galilean properties of curve; geometry of the real variety; noncommutativity of Geometry.

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