Projection of Straintity as Mass and Energy in Space-Time: Emergence of E = mc^2 in Triogenesis
Description
We present a derivation of the mass–energy equivalence relation E = mc^2 from within the Triogenesis framework, in which mass and energy emerge as complementary projections of recursive straint structures in space-time. Unlike conventional relativistic approaches that derive this relation from inertial frame transformations, Triogenesis grounds it in the discrete, directional organization of causal interaction. Mass is interpreted as the localized recursion of certainty within a closed straint frame, while energy arises from the outward projection of recurrence asymmetry. The speed of light c is shown to be a topological constraint: the maximal propagation rate of straint traversal within the 12-Straint Frame (12SF), which defines the minimal isotropic generator of three-dimensional space-time. We further derive four-momentum conservation as a consequence of total recurrence-rate invariance across closed straint networks, recovering E = mc^2 as the rest-frame limit. This approach reframes the mass–energy equivalence not as a kinematic postulation of space-time symmetry, but as a generative necessity of recursive structure.
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