What is mass? In classical physics, mass was a primitive property of matter. In relativity, it became equivalent to energy. In the Standard Model, it emerges from couplings to the Higgs field. Yet the ontological status of mass—what it is, not merely how it behaves—remains unresolved. Energy-Efficiency Theory (EET) provides a first-principles answer grounded in the dynamics of constraint networks. Mass is not an independent substance but the scalar interface through which ontological inertia becomes externally measurable. Inertia is the resistance of constrained-state energy to constraint reconfiguration (Inertia Ontology v3.0). Mass is the scalar quantity that encodes this resistance for use in external dynamical laws: m = Ec/vmax 2 , where Ec is the total constrained state energy locked within Type I constraints (Constraint Ontology v1.1) and vmax is the maximum signal speed of the substrate. This paper develops the complete ontology of mass from the generative foundations of EET Core Rules v5.2 and the companion ontologies. At L1, mass is defined by three jointly necessary features: it is a scalar, it encodes the total constrained state energy of a system, and it serves as the interface between ontological inertia and measurable dynamics. We distinguish mass from inertia (mass is the scalar measure; inertia is the vector resistance) and from energy (mass is an interface encoding; energy is the underlying content). Mass manifests in three complementary ways, unified in EET: 1. Inertial Mass mI = Ec/c2 : the resistance to acceleration. Measured via F = mIa. 2. Gravitational Mass mG: the coupling strength to the gravitational field—the long-range gradient of the total constrained potential U. In EET, mI = mG holds exactly at η = 1 (Variational Parity); for η = 1, the equivalence principle is violated by a factor Γ(η). 3. Relativistic Mass m = p E2 − (pc) 2/c2 : the Lorentz-invariant magnitude of the energy-momentum four-vector. The origin of mass is traced to two mechanisms in EET: • Higgs Mechanism: The Higgs field is a free-state energy background (Field Ontology v1.1) that undergoes a phase transition at η → 1, condensing into a non-zero vacuum expectation value. Particles acquire mass via their coupling to this condensed constraint network—the Higgs mechanism as “constraint on constraints.” • Strong Interaction Mass Generation: The vast majority of hadronic mass arises from the collective constraint energy of confined quarks and gluons—a macroscopic manifestation of Type I constraint dynamics. We establish complete interfaces to all companion ontologies: Constraint (mass as the measure of Type I constraint energy), Difference (mass gradients as the source of gravitational differences), Inertia (mass as the scalar interface of inertia), Field (Higgs field as the origin of fundamental particle masses), Information (one bit of information has an effective mass Eb form/c2 ), and Life (biological mass as accumulated constrained-state energy). This paper adds the universal critical point (η ≈ 1) derivation of the equivalence principle, external validation from emergent gravity and quantum equivalence principle tests, a new section on cognitive mass and social inertia, and expanded cross-scale instantiations. Falsifiable predictions anchor the framework in empirical testability. Mass is the measure of frozen energy—the scalar shadow of all that persists. Keywords: Mass; inertia; constrained-state energy; Higgs mechanism; equivalence principle; mass defect; cognitive mass; Energy-Efficiency Theory
Hongpu Yang (Thu,) studied this question.
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