The Solomonian Geometry: A Dynamic Theory of Tenson Time

This paper proposes a new axiomatic system called The Solomonian Geometry, which extends geometry beyond Euclidean and non-Euclidean structures. By intro- ducing the concept of Tenson Time, geometry is redefined as a dynamic resonance between energy and information, expressed through a complex tensor field. Points, lines, and time are treated not as static entities but as living flows of meaning. This theory presents a unified framework between mathematics and metaphysics.