Physics is written in mathematics, and at the base of mathematics lies distinction: yes or no, identical or different, one or zero. A bit is the minimal written form of such a distinction. Physics can therefore measure only what can become distinguishable. What cannot be distinguished cannot yet appear as a physical record. From distinguishability comes information; from the registration of information comes physical time. Unified informational Theory (UiT) presents a unified physical framework in which time, mass, force, thermodynamic directionality, electromagnetic coupling, nuclear structure, and horizon physics are expressed through one informational registration mechanism: closed phase becoming physical record. The central object is a closed-light phase carrier: a closed photon-like phase structure carrying informational increments of ℏ, rotating on a complex phase surface at the Compton frequency, with a Planck-scale phase radius. It is not treated as a point mechanically moving through ordinary three-dimensional space. Before measurement, its structure exists in the complex phase domain as physical distinguishability: real, active, and capable of producing measurable effects, but not yet written as an ordinary 3+1 record such as position, trajectory, detector event, clock reading, or linear-time history. Measurement is the operation that projects and registers part of this complex phase structure into ordinary record-space, using energy and carrying a thermodynamic cost. In UiT, linear physical time is the ordered registration of physical change into record. A record may be a clock reading, track, pointer state, detector click, environmental correlation, thermodynamic trace, or any stable physical mark. Time is not a passive background parameter. It is the informational order produced when phase structure becomes registered reality. The same principle also defines force. All forces are gradients of one underlying registration object, read under different load conditions, geometries, and coupling branches. A force appears where an invariant closed phase carrier is placed in a field whose time-registration rate varies across record-space. The carrier cannot change its own invariant Compton phase throughput, so the mismatch between invariant internal phase and local registration capacity becomes a physical force. Inertia and gravity are therefore not separate mysteries at the deepest level: both are responses of the same closed phase throughput to different ways of limiting temporal registration. Special relativity arises when recorded motion consumes part of the available registration bandwidth. Motion requires information about position and change of position, and this cost enters quadratically. The carrier phase itself never stops moving; what changes is how much of its invariant phase throughput can be written as linear time rather than as recorded motion. Lorentz time dilation is therefore read as a registration-budget partition: motion spends part of the time-writing capacity. Gravity arises from the same Compton throughput read radially. A mass is not merely an object placed inside space. It is closed-light Compton sampling of a Planck registration-stiffness update. Around it, record-space has reduced capacity to write distinguishable temporal information. Less capacity remains for writing time, and the radial gradient of that capacity is read as gravity. In this view, space is not a rubber sheet that literally bends. Space is the local capacity to register distinguishable physical alternatives. Changing the time-registration capacity also changes the spatial registration structure, so the same geodesics are obtained, but their ontology changes: curvature is the metric bookkeeping of variable registration capacity. This same capacity logic leads directly to thermodynamics and entropy. Entropy counts the available or dispersed ways in which distinctions can be written, stabilized, erased, hidden, or made inaccessible. Thermodynamic directionality is not added from outside. It is the cost and irreversibility of registering physical distinction into stable record. Horizon entropy is the saturated boundary count of the same closed phase surface: the point where ordinary exterior registration reaches its limiting boundary. Electromagnetism is read as a phase-connection branch of the same object. Charge is not introduced as an unrelated primitive substance, but as a coupling orientation of phase registration. Electric and magnetic effects are different record-space readouts of this phase connection under different motion and registration conditions. The weak sector gives UiT its primary empirical handle. Radioactive decay is treated as a finite identity-rewrite process. In order for a decay path to be environmentally perturbable, the environment must couple to degrees of freedom required for reverse daughter-to-parent reconstruction. This requires local reverse temporal registration: a limited branch in which identity is locally unwritten and rewritten. From this postulate, UiT produces a taxonomy of radioactive-decay perturbability, functioning like a periodic table of decay influence. The table does not merely classify known decays by name; it identifies which decay channels can be perturbed and why, according to the informational variables required by the reverse reconstruction path. The strong sector is expressed through closed multi-carrier phase geometry. Three phase carriers form a zero-sum closure in the complex plane. What appears outwardly as fractional charge is a projection of a deeper internal closure: one-third is externally read, while two-thirds remain internally locked within the phase structure. This gives a geometric and numerical account of fractional charge weights, confinement architecture, and the Cornell-potential structure, while leaving full QCD dynamics and detailed coefficients as completion targets. UiT is not presented as a theory of everything, and it does not discard established physics. It proposes a deeper informational primitive from which quantum phase, relativistic time, gravitational distortion, thermodynamic irreversibility, electromagnetic coupling, weak decay, strong closure, and horizon counting arise as different expressions of one closed phase-registration object. The empirical content is twofold. The primary tested layer is the weak-sector perturbability table, which organizes radioactive decay channels according to the informational degrees of freedom required for reverse daughter-to-parent reconstruction. A second prospective discriminant predicts photon arrival-time delay with no linear Planck-energy term and leading quadratic Planck suppression. The compact unification principle is this: physical law is the geometry of informational registration. Time is the written order of phase registration; mass is closed-light Compton throughput; force is the gradient of registration mismatch; entropy is the count and cost of distinguishable writing; and the apparent separation between relativity, thermodynamics, electromagnetism, nuclear structure, and horizon physics reflects different readout conditions of the same underlying closed phase surface.
Physics is written in mathematics, and at the base of mathematics lies distinction: yes or no, identical or different, one or zero. A bit is the minimal written form of such a distinction. Physics can therefore measure only what can become distinguishable. What cannot be distinguished cannot yet appear as a physical record. From distinguishability comes information; from the registration of information comes physical time. Unified informational Theory (UiT) presents a unified physical framework in which time, mass, force, thermodynamic directionality, electromagnetic coupling, nuclear structure, and horizon physics are expressed through one informational registration mechanism: closed phase becoming physical record. The central object is a closed-light phase carrier: a closed photon-like phase structure carrying informational increments of ℏ, rotating on a complex phase surface at the Compton frequency, with a Planck-scale phase radius. It is not treated as a point mechanically moving through ordinary three-dimensional space. Before measurement, its structure exists in the complex phase domain as physical distinguishability: real, active, and capable of producing measurable effects, but not yet written as an ordinary 3+1 record such as position, trajectory, detector event, clock reading, or linear-time history. Measurement is the operation that projects and registers part of this complex phase structure into ordinary record-space, using energy and carrying a thermodynamic cost. In UiT, linear physical time is the ordered registration of physical change into record. A record may be a clock reading, track, pointer state, detector click, environmental correlation, thermodynamic trace, or any stable physical mark. Time is not a passive background parameter. It is the informational order produced when phase structure becomes registered reality. The same principle also defines force. All forces are gradients of one underlying registration object, read under different load conditions, geometries, and coupling branches. A force appears where an invariant closed phase carrier is placed in a field whose time-registration rate varies across record-space. The carrier cannot change its own invariant Compton phase throughput, so the mismatch between invariant internal phase and local registration capacity becomes a physical force. Inertia and gravity are therefore not separate mysteries at the deepest level: both are responses of the same closed phase throughput to different ways of limiting temporal registration. Special relativity arises when recorded motion consumes part of the available registration bandwidth. Motion requires information about position and change of position, and this cost enters quadratically. The carrier phase itself never stops moving; what changes is how much of its invariant phase throughput can be written as linear time rather than as recorded motion. Lorentz time dilation is therefore read as a registration-budget partition: motion spends part of the time-writing capacity. Gravity arises from the same Compton throughput read radially. A mass is not merely an object placed inside space. It is closed-light Compton sampling of a Planck registration-stiffness update. Around it, record-space has reduced capacity to write distinguishable temporal information. Less capacity remains for writing time, and the radial gradient of that capacity is read as gravity. In this view, space is not a rubber sheet that literally bends. Space is the local capacity to register distinguishable physical alternatives. Changing the time-registration capacity also changes the spatial registration structure, so the same geodesics are obtained, but their ontology changes: curvature is the metric bookkeeping of variable registration capacity. This same capacity logic leads directly to thermodynamics and entropy. Entropy counts the available or dispersed ways in which distinctions can be written, stabilized, erased, hidden, or made inaccessible. Thermodynamic directionality is not added from outside. It is the cost and irreversibility of registering physical distinction into stable record. Horizon entropy is the saturated boundary count of the same closed phase surface: the point where ordinary exterior registration reaches its limiting boundary. Electromagnetism is read as a phase-connection branch of the same object. Charge is not introduced as an unrelated primitive substance, but as a coupling orientation of phase registration. Electric and magnetic effects are different record-space readouts of this phase connection under different motion and registration conditions. The weak sector gives UiT its primary empirical handle. Radioactive decay is treated as a finite identity-rewrite process. In order for a decay path to be environmentally perturbable, the environment must couple to degrees of freedom required for reverse daughter-to-parent reconstruction. This requires local reverse temporal registration: a limited branch in which identity is locally unwritten and rewritten. From this postulate, UiT produces a taxonomy of radioactive-decay perturbability, functioning like a periodic table of decay influence. The table does not merely classify known decays by name; it identifies which decay channels can be perturbed and why, according to the informational variables required by the reverse reconstruction path. The strong sector is expressed through closed multi-carrier phase geometry. Three phase carriers form a zero-sum closure in the complex plane. What appears outwardly as fractional charge is a projection of a deeper internal closure: one-third is externally read, while two-thirds remain internally locked within the phase structure. This gives a geometric and numerical account of fractional charge weights, confinement architecture, and the Cornell-potential structure, while leaving full QCD dynamics and detailed coefficients as completion targets. UiT is not presented as a theory of everything, and it does not discard established physics. It proposes a deeper informational primitive from which quantum phase, relativistic time, gravitational distortion, thermodynamic irreversibility, electromagnetic coupling, weak decay, strong closure, and horizon counting arise as different expressions of one closed phase-registration object. The empirical content is twofold. The primary tested layer is the weak-sector perturbability table, which organizes radioactive decay channels according to the informational degrees of freedom required for reverse daughter-to-parent reconstruction. A second prospective discriminant predicts photon arrival-time delay with no linear Planck-energy term and leading quadratic Planck suppression. The compact unification principle is this: physical law is the geometry of informational registration. Time is the written order of phase registration; mass is closed-light Compton throughput; force is the gradient of registration mismatch; entropy is the count and cost of distinguishable writing; and the apparent separation between relativity, thermodynamics, electromagnetism, nuclear structure, and horizon physics reflects different readout conditions of the same underlying closed phase surface.
This short note proposes that the conserved substance of physics is action, not energy. Energy conservation is, by Noether's theorem, the exact statement of a uniform flow of time — an assumption that fails, even if only slightly, in a relativistic universe where clocks run at different rates in different places. Read the other way, Planck's relation becomes a conservation law rather than an empirical input: Eτ = h, one quantum of action processed per cycle of a local resonance, with ordinary energy conservation recovered as the special case in which the period τ is held fixed. The note carries exactly one assumption beyond the algebra, stated plainly rather than smuggled in: the vacuum is a medium of such resonances, and a particle is a persistent, self-closing cycle within it. Angle and capacity The invariant has two faces. The law pins the magnitude at h — the capacity — leaving the accumulated phase φ as the only freedom: dS = ℏ dφ. Every familiar conjugate pair is this one statement read along a different axis of advance — energy against time, momentum against position, angular momentum against orientation — three orthogonal accounts of one accumulating phase, each closing one unit of capacity per cycle: Eτ = h, pλ = h, L·2π = h. This split is where classical and quantum mechanics part ways. An open trajectory reads the phase continuously, and its stationary-phase condition is the principle of least action; a closed resonance can only count whole turns, and closure quantises. Quantisation is a property of closure, not a property of the phase — the boundary between classical and quantum is a change of topology, not a change of law. What follows mechanically From the capacity law alone, with no further postulate, three familiar structures are recovered. A resonance at rest turns at the Compton frequency ωC = mc²/ℏ, so that one full turn spends exactly one quantum, EτC = h: mass is nothing but a resonance's cycling rate. Driven through the medium, a resonance meets an increased flux that scales as the Lorentz factor; conserving its fixed action budget under that load forces its geometry to yield — contraction along the direction of motion, dilation of its internal period — recovering special relativity as mechanical equilibration rather than a postulate about coordinates, with no rest frame ever exposed because the same yielding that would reveal one also defines the observer's own rulers and clocks. Requiring the accumulated phase along a worldline to stay coherent, expanded in the weak-field limit, returns the classical Lagrangian directly, −Mc²dτ = (T − V − Mc²)dt: least action is not minimised as a primitive rule, it is what capacity conservation looks like when a resonance crosses a gradient of the medium. And the Heisenberg relation σxσp ≥ ℏ/2 is read as the ordinary bandwidth (Gabor) theorem for a wave and its Fourier transform — a floor on occupancy for a phase-locked resonance, not a ceiling on knowledge. Gravity, without a graviton The most interpretive claim in the note, flagged as such throughout: if the metric's invariant is Eτ = h rather than a fixed energy, the metric carries no absolute clock, and the phase-lock condition forces its temporal and spatial responses to be reciprocal, giving the bipolar exponential line element ds² = −e−2ξc²dt² + e+2ξdx². The conceptual point is what this reframes: the decades-long search for a quantum theory of gravity has sought a graviton by quantising the metric on a fixed background, when gravity is the background. On this reading there is no separate field to quantise — the medium's deformation is already quantised at h per cycle, and gravity is simply the shape of phase accumulation across its gradient. The problem is not solved so much as dissolved: relocated from “how do we quantise the metric” to “the metric was never a separate thing to quantise.” Scope The note is deliberately bounded, and says so explicitly rather than leaving the boundary implicit. It derives special relativity, the principle of least action, and the bandwidth reading of the uncertainty relation from the capacity law alone; it advances the gravitational reading as a stance to be tested against its consequences, not a completed theory. It does not derive the particle spectrum, specific masses, electric charge, colour, or the numerical values of G or α, and makes no cosmological claim. This separation is intentional: a conservation principle should be judged on its own terms. A companion note reports a closed-form numerical identity for the proton mass as a separate, independent empirical fact; the two are meant to be read, and to stand or fall, apart.
This short note proposes that the conserved substance of physics is action, not energy. Energy conservation is, by Noether's theorem, the exact statement of a uniform flow of time — an assumption that fails, even if only slightly, in a relativistic universe where clocks run at different rates in different places. Read the other way, Planck's relation becomes a conservation law rather than an empirical input: Eτ = h, one quantum of action processed per cycle of a local resonance, with ordinary energy conservation recovered as the special case in which the period τ is held fixed. The note carries exactly one assumption beyond the algebra, stated plainly rather than smuggled in: the vacuum is a medium of such resonances, and a particle is a persistent, self-closing cycle within it. Angle and capacity The invariant has two faces. The law pins the magnitude at h — the capacity — leaving the accumulated phase φ as the only freedom: dS = ℏ dφ. Every familiar conjugate pair is this one statement read along a different axis of advance — energy against time, momentum against position, angular momentum against orientation — three orthogonal accounts of one accumulating phase, each closing one unit of capacity per cycle: Eτ = h, pλ = h, L·2π = h. This split is where classical and quantum mechanics part ways. An open trajectory reads the phase continuously, and its stationary-phase condition is the principle of least action; a closed resonance can only count whole turns, and closure quantises. Quantisation is a property of closure, not a property of the phase — the boundary between classical and quantum is a change of topology, not a change of law. What follows mechanically From the capacity law alone, with no further postulate, three familiar structures are recovered. A resonance at rest turns at the Compton frequency ωC = mc²/ℏ, so that one full turn spends exactly one quantum, EτC = h: mass is nothing but a resonance's cycling rate. Driven through the medium, a resonance meets an increased flux that scales as the Lorentz factor; conserving its fixed action budget under that load forces its geometry to yield — contraction along the direction of motion, dilation of its internal period — recovering special relativity as mechanical equilibration rather than a postulate about coordinates, with no rest frame ever exposed because the same yielding that would reveal one also defines the observer's own rulers and clocks. Requiring the accumulated phase along a worldline to stay coherent, expanded in the weak-field limit, returns the classical Lagrangian directly, −Mc²dτ = (T − V − Mc²)dt: least action is not minimised as a primitive rule, it is what capacity conservation looks like when a resonance crosses a gradient of the medium. And the Heisenberg relation σxσp ≥ ℏ/2 is read as the ordinary bandwidth (Gabor) theorem for a wave and its Fourier transform — a floor on occupancy for a phase-locked resonance, not a ceiling on knowledge. Gravity, without a graviton The most interpretive claim in the note, flagged as such throughout: if the metric's invariant is Eτ = h rather than a fixed energy, the metric carries no absolute clock, and the phase-lock condition forces its temporal and spatial responses to be reciprocal, giving the bipolar exponential line element ds² = −e−2ξc²dt² + e+2ξdx². The conceptual point is what this reframes: the decades-long search for a quantum theory of gravity has sought a graviton by quantising the metric on a fixed background, when gravity is the background. On this reading there is no separate field to quantise — the medium's deformation is already quantised at h per cycle, and gravity is simply the shape of phase accumulation across its gradient. The problem is not solved so much as dissolved: relocated from “how do we quantise the metric” to “the metric was never a separate thing to quantise.” Scope The note is deliberately bounded, and says so explicitly rather than leaving the boundary implicit. It derives special relativity, the principle of least action, and the bandwidth reading of the uncertainty relation from the capacity law alone; it advances the gravitational reading as a stance to be tested against its consequences, not a completed theory. It does not derive the particle spectrum, specific masses, electric charge, colour, or the numerical values of G or α, and makes no cosmological claim. This separation is intentional: a conservation principle should be judged on its own terms. A companion note reports a closed-form numerical identity for the proton mass as a separate, independent empirical fact; the two are meant to be read, and to stand or fall, apart.
In contemporary physics, fundamental structures such as space, time, matter, spin, and measurement are typically introduced as independent primitives or axiomatic ingredients. While quantum mechanics and relativistic field theories describe these structures with extraordinary precision, they do not explain why such structures exist, why they are discrete or stable, nor why reality manifests in exactly three spatial dimensions with an irreversible arrow of time. This work presents a unified informational–geometric framework—the Universal Gravito–Informational Theory (TGIU)—in which physical reality emerges from a pre-geometric informational substrate governed by two complementary gradients: informational coherence (Φ) and informational entropy (S). Their interaction is regulated by a real-valued dynamical mechanism composed of the Curvature–State Transform (CST) and the TGIU Equilibrium Force (TEF). Together, these operators generate bounded, orthogonal informational rotations whose stabilized projections give rise to geometry, matter, and observable physical laws. Within this framework, electron orbitals are reinterpreted as CST limit cycles, spin emerges as the topological orientation of these cycles, and the Pauli exclusion principle arises from phase–space saturation rather than postulated antisymmetry. Atomic stability, the absence of radiative decay in stationary states, fine structure, and the Lamb shift are shown to follow from TEF anisotropy and vacuum curvature granularity, while remaining fully consistent with quantum electrodynamics in its predictive domain. Measurement and wavefunction collapse are described as local TEF locking events, providing a deterministic but non-restorative mechanism for outcome selection without invoking fundamental randomness. Time itself is shown to emerge as monotonic CST phase accumulation, explaining both its one-dimensional nature and its irreversibility as geometric consequences of bounded informational curvature. The existence of exactly three spatial dimensions follows from a CST dimensional closure condition, identifying three dimensions as the only geometry capable of sustaining stable, non-divergent informational rotation. Importantly, TGIU does not replace quantum mechanics, general relativity, or field theory. Instead, it supplies a deeper explanatory layer that clarifies why these frameworks work, why their structures are constrained as observed, and why no physical process can reach absolute annihilation or infinite divergence. Extremes are not restored but redirected: identity is not conserved, yet nature persists through renewed coherence. This work positions TGIU as an empirically motivated, geometrically grounded extension of modern physics—one that unifies matter, time, measurement, and dimensionality under a single informational principle, while remaining compatible with established theories in their respective limits.
One bit is all it takes to start the universe. Here “one bit” names the initial informational resource under the stated premises, not the theorem’s only assumption. Its two basis values control an explicit isometric preparation into the no-event and event history sectors; composing that preparation with the literal lifecycle gives distinct zero-clock and completed-event outputs, while the canonical bit prior recovers the uniform history law and all printed branch masses. The whole theorem in one line: First informative bit → 1D → 2D → 3D → durable quantum record → two operational event clocks → record-controlled dynamics. This work realizes that complete sequence as one exact theorem, with every stage finite, explicitly typed, and joined to the next. A first informative distinction acquires a one-dimensional relational home; finite events create filled two- and three-dimensional structure; the completed event leaves a persistent completion signal telling WHEN a later operation is eligible and a durable record of WHAT occurred; retained event order produces two noninterchangeable operational clocks, and the durable record controls a later quantum operation whose output statistics depend measurably on that record. The central new result is the exact end-to-end closure of this sequence as one normalized full-history lifecycle across explicitly joined finite carriers, with every firing and nonfiring history retained. To our knowledge, this is the first explicit finite theorem to close that complete conjunction while retaining both event and no-event histories in one normalized lifecycle across explicitly joined finite carriers. Established mathematical tools certify the interfaces; they do not supply the joined lifecycle proved here. Finite GNS canonically represents the commutative event laws; the labelled noncommutative carrier and full finite effect structure are selected inputs, and the Born-trace and CPTP forms follow from the stated consistency hypotheses on that selected base. Under the complete displayed base every lifecycle map is constructed exactly; whether the pre-activation formation equations alone uniquely force the router, fine writer/hold activation, fresh-row preparation, and comparator is a separate upstream parent-forcing problem and is not used by the completed construction. Every implemented map is exhibited, and the archived executable verification suite passes in ordinary and optimized execution and rejects all registered fault-injection controls. The theorem requires no external clock, singular initial datum, continuum-spacetime limiting procedure, postselection, discarded history, or selected-branch renormalization. The dated primary-source search protocol, version pins, screening ledger, and complete-conjunction matrix are archived in `evidence/COMPLETE_CONJUNCTION_LITERATURE_SEARCH_RECEIPT.json`. SI calibration, continuum spacetime, gravity, quantum field theory, and cosmology begin at later layers.
Modern theoretical physics rests on two highly successful but conceptually distinct frameworks: quantum mechanics and general relativity. While both theories are experimentally confirmed to high precision within their respective domains, they rely on fundamentally different starting points. General relativity takes spacetime as a primitive geometric structure, whereas quantum mechanics is formulated in terms of abstract state spaces without intrinsic spacetime meaning. Most approaches to quantum gravity attempt to reconcile this tension by modifying, quantizing, or discretizing spacetime itself. Even in approaches where spacetime is said to be “emergent,” it typically remains the primary conceptual backdrop on which physical processes are defined. Despite extensive efforts, there is no consensus on whether spacetime should be regarded as fundamental or derivative. In this work, a more radical starting point is explored. Rather than modifying spacetime or its geometry, we ask whether spacetime can be excluded entirely from the fundamental layer of the theory and recovered only at a later, operational stage. The central question is not how spacetime behaves, but whether the notion of “what lies between physical objects” must be spatial or temporal at the most fundamental level. We propose a framework—referred to here as Super Relativity (SR)—based on a single pre-geometric postulate: the existence of a monotonically expanding set of possible quantum configurations, referred to as the flux. Formally, this flux is represented as a monotone, σ-finite family of capacity measures on a common configuration space (introduced in Section 2). This postulate deliberately refrains from assuming spacetime, time ordering, metric structure, causality, or dynamics. Within this pre-geometric core, two derived, dimensionless notions are introduced: utilization, describing the realization of configurations, and saturation, defined as the ratio between utilized and available configurations. A central structural element of SR is the strict separation between a core layer and an interface layer. In the core layer, all quantities are pre-geometric and dimensionless, and no reference is made to space, time, motion, energy, or interaction. Only at the interface layer are operational notions introduced, including clocks, rulers, and signal propagation. Spacetime, in this construction, is not a dynamical entity but an effective bookkeeping structure that encodes relative rates of change once a calibration to physical units is performed. Within this framework, gravitational phenomena do not originate from spacetime curvature taken as fundamental. Instead, they arise from variations in saturation that, at the interface level, manifest as uniform rescalings of physical processes. When expressed in geometric language, these rescalings reproduce the standard predictions of general relativity, including gravitational time dilation and the equivalence between gravitation and acceleration. The invariant local speed of light is not postulated but follows as a derived consequence, since both clock rates and signal propagation are affected identically by the same underlying saturation mechanism. The aim of this paper is not to introduce new empirical predictions beyond those of general relativity, nor to present a complete theory of quantum gravity. Rather, the objective is foundational: to demonstrate that the mathematical structure of general relativity can be reconstructed from a single pre-geometric postulate without assuming spacetime as part of the fundamental ontology. In this sense, SR should be understood as a reconstruction and reinterpretation of known physics, rather than as a competing dynamical theory. An extended and fully explicit formulation of the framework, including all intermediate steps, is available in a companion preprint (version V12) deposited on Zenodo. The present paper restricts itself to the minimal conceptual and mathematical structure required to establish logical consistency and to demonstrate the emergence of general-relativistic behavior at the interface level.
Physics is already unified. The unification is not a mathematical framework yet to be discovered. It is an interpretive fact already present in the existing theories, unrecognized because the ontological consequences of null proper time were not consistently applied. The unified description begins from a simple distinction: laws are not time. Physical reality is governed by lawful structure, but time is not a constituent of that structure. A mathematical expression of a law may include a time parameter; that symbolic reference does not make time a component of the law itself. Time belongs to spacetime relations. Some outcomes permitted by lawful structure register within spacetime and thereby possess temporal ordering, causal relation, geometric localization, and observability. This yields a division of explanatory labor that the existing theories already perform: Quantum mechanics describes lawful eligibility: the admissible outcomes and the mathematical relations governing their amplitudes and probabilities. Special and general relativity govern relativistic registration: the coherent spacetime organization of registered outcomes. These are not competing descriptions of one temporal process. They describe different aspects of one lawful order. The diagnostic clue is null proper time. A photon accumulates no proper time. This is not a mathematical curiosity. It means the ordinary persistence narrative, in which a physical thing travels through successive spacetime locations while accumulating a history, does not apply to light. Once that consequence is honored, timebound spacetime registration is recognized as the special case in which time applies rather than the general condition under which law holds. The paper applies the resulting architecture to entanglement (one lawful relation, two local registrations, no propagation speed to compare with c), the measurement problem, and the double slit, and states explicitly what it does not claim. No new equations are required. No existing predictions are altered. The contribution is interpretive: recognizing what the existing theories already describe. Part of the Timeless Light Model (TLM) corpus.