Description The Eighty Roads to E = mc²: A Hierarchical Epistemic Atlas of Independent Derivations is a systematic investigation into one of the most famous identities in the history of physics. Rather than asking who first discovered the relation E = mc² the work addresses a different question: Why does this equation appear to emerge from so many independent causal frameworks? The study develops a large-scale epistemic atlas composed of eighty distinct derivational pathways, organized into thirteen epistemic families and classified according to their degree of conceptual independence. These derivations draw upon a wide spectrum of physical intuitions, including gravitation, confinement, oscillation, pressure, flow, topology, action principles, causal feedback, synchronization, boundary phenomena, and dynamic equilibrium. The atlas is structured hierarchically. At its core lie thirteen Sovereign Roads, one representative derivation for each epistemic family. Alongside them, three additional Magistral Roads possess exceptional conceptual independence. Together they form the set of Sixteen Fundamental Roads, which constitute the epistemic backbone of the project. The work does not claim that all derivations possess the same physical status, nor that they necessarily describe the same underlying ontology. Instead, it explores the remarkable convergence of multiple independent explanatory structures toward the same mathematical identity. In this perspective, mass–energy equivalence is examined not merely as a result of a particular theory, but as a potential epistemic attractor. The book also revisits the historical development of mass–energy equivalence, including the contributions of Albert Einstein, Olinto De Pretto, and other lesser-known figures in the prehistory of the equation. Historical analysis is integrated with methodological reflection in order to distinguish questions of priority from questions of epistemic robustness. More broadly, the project proposes a convergence-based approach to scientific explanation. If a large number of independent causal frameworks repeatedly recover the same relation, the resulting identity may possess a form of robustness that transcends any single derivation. The central thesis of the work can be summarized in a single question: If Einstein, De Pretto, textbooks, and historical papers were all forgotten, could the equation E = mc² emerge again? The Eighty Roads to E = mc² is an attempt to explore that question through a structured atlas of convergent derivations.
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Rocco Vittorio Macrì (2026) studied this question.
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