What does this research mean for the field?

The mass-energy equivalence relation E = mc² can be decomposed into two independent spacetime ratios of L/T, resulting in a new expression E/m = (L₁/T₁)·(L₂/T₂). Novelty: ClaimNovelty.METHODOLOGICAL. Consensus alignment: ConsensusAlignment.NEUTRAL.

What question did this study set out to answer?

To explore the mass-energy equivalence relation and propose a decomposition into spacetime ratios.

March 12, 2026Open Access

LTLT: A Decomposition of Mass-Energy Equivalence

Key Points

To explore the mass-energy equivalence relation and propose a decomposition into spacetime ratios.
Analysis of the mass-energy equivalence equation E = mc²
Derivation of ratios L/T for independent decomposition
Preservation of dimensional structure in new expressions
Introduced the expression E/m = (L₁/T₁)·(L₂/T₂)
Identified c² as a special case with equal spacetime ratios
Provided a framework for understanding dimensional relationships in physics

Abstract

The mass-energy equivalence relation E = mc² can be separated into two independent spacetime ratios of L/T. The resulting expression, E/m = (L₁/T₁)·(L₂/T₂), preserves dimensional structure while identifying c² as the special case in which both ratios are equal.

LTLT: A Decomposition of Mass-Energy Equivalence

Key Points

Abstract

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