Mathematical Physics

    

Lobachevsky's Imaginary Geometry as Specular and Hyperdimensional Structure

Authors: Alfonso De Miguel bueno

This article proposes a reinterpretation of Lobachevsky’s imaginary geometry as a hyperdimensional, specular structure arising from the intersection of two three-dimensional Euclidean spaces. The model describes non-Euclidean parallelism as emerging dynamically from oscillating curvatures, leading to a topological system with four subspaces, two transverse and two vertical, whose behavior is governed by synchronized or opposing phases.

Comments: 4 Pages.

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[v1] 2025-05-07 21:29:38

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