Sixta_Theory__Dimensional_Harmonics_and_the_Foundations_of_Physical_Reality

This paper introduces Sixta Theory, a framework in which mass, time, and energy arise as emergent properties of dimensional harmonic structures defined by twist, phase, and chirality. The theory reinterprets Planck’s constant, introduces new quantum numbers, and proposes a universal spectral density function filtered by observer-dependent phase space alignment. The mathematical framework is derived from a combination of ontological first principles, geometric recursion, and trigonometric harmonic structures. Implications for quantum field theory, general relativity, and experimental high-energy physics are explored.