About This Issue…
The Zebra Journal of Unified Physics (ZJŪP) — January 2026 Edition
From Unification to Consequence: The Maturation of Time-Scalar Field Theory
When a new physical framework is proposed, it is often presented as a solution to a narrow technical problem: a discrepancy in cosmology, an unresolved symmetry, an unexplained constant. Rarely does a theory begin by challenging the most basic assumption of all: about not how the universe behaves, but what it is fundamentally made of. Time-Scalar Field Theory (TSFT) began with precisely such a challenge.
Rather than treating time as a coordinate embedded within spacetime geometry, TSFT treats time as a dynamical scalar field, which we assert is an active medium whose gradients regulate the rate at which information can propagate through mass-energy. In this framework, space does not exist as a primary substance; instead, it emerges as the perceptual and mathematical representation of delayed causal relationships within the temporal field. Distance becomes a measure of informational lag. Geometry becomes the bookkeeping system of temporal variance. Curvature becomes temporal resistance.
This inversion of ontology, where time is first and space is emergent (e.g., space is the thing that’s relative), is not offered as philosophical metaphor, but as a formal physical hypothesis. From that hypothesis, the TSFT program asks a demanding question: if time truly behaves as a field, can the known laws of physics be recovered, and can new, testable predictions be derived without introducing new particles, new dimensions, or arbitrary constants?
The papers collected in this January 2026 edition of The Zebra Journal of Unified Physics represent the most complete answer to this question so far.
What began as a unification proposal has matured into something more difficult, more restrictive, and therefore more powerful: a closed, internally consistent theoretical structure whose consequences now span gravitation, electromagnetism, quantum coherence, thermodynamics, cosmology, and biological cognition. It now is beginning to confront empirical data directly.
This volume is not a speculative anthology. It is a coherent research program in motion.
From Foundations to Mechanism
The earliest papers in the TSFT series were concerned with foundational architecture: establishing how a scalar temporal manifold could reproduce relativistic time dilation, gravitational attraction, and inertial behavior without invoking spacetime curvature as a fundamental entity. In those works, mass appears as a stable temporal eigenmode where charge emerges as phase orientation within scalar-time oscillations and motion becomes the natural response of systems seeking locally optimal coherence within the temporal flow. These were not reinterpretations layered atop existing equations, but reconstructions of why those equations take the form they do.
Subsequent papers extended the framework into regimes where unification theories often fail, like the origin of discrete particles, the persistence of stable matter, the emergence of quantum probabilities, and the thermodynamic arrow of time. In TSFT, however, these phenomena are not independent mysteries but different expressions of the same constraint. Systems that cannot maintain coherence within the temporal field decohere, dissolve, or never stabilize in the first place.
From this perspective, particles exist not because the universe prefers discreteness, but because only discrete, temporally coherent structures can survive long enough to be observed. Measurement does not merely reveal reality. Instead, it participates in selecting which temporal modes remain viable. Observation becomes an active coherence operator.
While this may sound radical, it is actually deeply conservative in its physical commitments. TSFT introduces no hidden variables, no exotic dimensions, no supernatural forces. It replaces none of the successful predictions of existing physics. Instead, it seeks to explain why those successful structures are inevitable if time itself behaves as a regulating field of information flow.
From Explanation to Prediction
Unified theories often stall at the point of elegance. They reproduce known results, but they do not risk being wrong. This volume does not permit that luxury.
Several contributions in this edition deliberately target environments where standard physics expects only residual noise or negligible corrections. For example, in planetary ephemerides, Galilean moon dynamics, exoplanet orbital ladders, and high-precision timekeeping systems where in each case, TSFT predicts subtle but structured deviations arising from scalar-time gradients interacting with moving mass systems. These are not post-hoc curve fits. The predicted signatures have specific functional forms tied directly to the temporal field equations developed in earlier papers.
The most methodologically significant step in this direction is the preregistered GNSS clock residual study. Rather than analyzing data first and proposing explanations later, this work specifies its hypotheses, detection thresholds, and statistical tests in advance, using publicly available satellite timing data subject to extreme precision constraints. This matters not because it proves TSFT correct, because extraordinary claims demand extraordinary scrutiny, but rather it demonstrates that the theory has progressed to the point where it can no longer remain insulated from reality. It must now survive contact with measurement. This is a threshold moment for any unification effort. Many do not reach it.
Returning to Questions Modern Physics Avoids
While the empirical papers test consequences, other contributions in this volume turn back toward first principles. It keeps asking not how physical laws operate, but why they exist in their present form at all.
One such question is so fundamental that it is rarely asked: why does light propagate? Modern physics constrains the speed of light, models electromagnetic waves, and quantizes interactions with extraordinary success. But nowhere in its axioms is there an explanation for why a photon must move, why rest is forbidden, or why its speed is invariant across reference frames. These are treated as starting conditions, not consequences.
Within TSFT, photon propagation is not assumed. It arises from a principle of temporal efficiency where systems evolve along paths that minimize resistance within the scalar-time field. A stationary photon would represent an unstable configuration, therefore. It would be a packet of energy unable to reconcile its internal phase dynamics with the global temporal gradient. Thus, motion is not optional. It is required for coherence.
This reframing links several of physics’ most puzzling invariances: the constancy of c, relativistic time dilation, and quantum phase evolution into a single underlying mechanism rather than a collection of postulates. Whether this explanation ultimately survives experimental scrutiny remains to be seen. But it does something essential. It restores explanatory ambition to areas where physics has grown accustomed to silence.
A Single Canon, Not Isolated Results
What distinguishes this journal from most collections of theoretical work is not the novelty of individual ideas, but the continuity of formal structure across papers. Definitions persist. Variables reappear. Mathematical operators introduced in one context re-emerge in others. Predictions derived in orbital mechanics echo in quantum coherence and thermodynamic stability analyses. Biological cognition is modeled using the same temporal resonance structures that govern particle persistence.
This is not accidental. It reflects an intentional design philosophy which states that if time is truly the primary field, then all physical systems, from galaxies to neurons, must obey the same coherence constraints, differing only in scale and complexity.
The result is not a patchwork of applications, but an expanding, self-referential theoretical architecture. Each new paper must remain compatible with the entire existing framework or be rejected. This is precisely the opposite of speculative proliferation. It is theoretical compression.
Conservatism in Claims, Boldness in Implications
It is important to state clearly what TSFT does and does not claim. It does not claim to have replaced quantum mechanics or general relativity. It does not assert the existence of unobserved particles. It does not demand immediate acceptance of metaphysical interpretations. What it does claim is narrower and therefore more defensible: that treating time as a scalar field yields a mathematically coherent framework from which existing physical laws can be derived as emergent consequences, and that this framework generates testable predictions not required by standard models. If those predictions fail, the theory fails. No narrative rescue is possible.
And yet, if the framework survives even partially, the implications are profound.
If time is not merely a parameter but an active regulator of information, then causality, memory, learning, evolution, and awareness become physically continuous with gravity and electromagnetism. Conscious systems are no longer external observers of a mechanical universe, but dynamically embedded participants in the same coherence field that governs matter. This does not collapse physics into mysticism. It carefully extends physics into domains it has historically refused to address.
Why an Independent Journal Exists at All
The Zebra Journal of Unified Physics exists not because institutions are hostile to new ideas, but because foundational work of this scope rarely fits comfortably within conventional publishing pipelines. Peer review systems are optimized for incremental advances within accepted frameworks, not for challenges to the frameworks themselves.
This journal does not reject rigor. It insists upon it. But it also recognizes that serious theoretical innovation often requires continuity of authorship, long-form development, and cross-paper architectural consistency, which are conditions difficult to maintain when each manuscript is judged in isolation.
ZJŪP, therefore, serves as a living research archive as much as a publication venue. It allows theories to mature in public view, under cumulative constraint, rather than in fragmented, decontextualized submissions. With hybrid peer review, where we combine automated consistency checks, formal verification tools, and human editorial oversight, we assert it is the opposite of a shortcut. Instead, it is an attempt to match evaluation methods to the complexity of the material. Because without it, if you feel like you’re falling behind, not engaging with automation now certainly will, exponentially.
What This Volume Ultimately Represents
This January 2026 edition marks a transition point. Time-Scalar Field Theory is no longer simply a proposal about what might underlie physics. It is now a framework that derives known laws, extends them into unexplored regimes, generates measurable predictions, and confronts empirical data using preregistered protocols. Few reach this milestone. Fewer with such fervor and foundational coherence. Whether it ultimately succeeds or fails, it has crossed into the domain of scientific risk. It is now accountable to nature.
For readers, this volume offers more than a set of technical papers. It offers a continuous narrative about how physical reality might be structured, why stability exists at all, and how observers fit within the universe they measure. For critics, it offers clear points of attack: equations, datasets, predictions, and assumptions that can be challenged directly. For future researchers, it offers a rare thing: a unified theoretical scaffold large enough to support multiple lines of inquiry without fragmenting into incompatible sub-models.
An Invitation, Not a Verdict
No editor should claim that a theory of this scope is complete, final, or immune to revision. Scientific history teaches precisely the opposite. What can be claimed, and what now is clearly demonstrated, is that a serious attempt has been made to confront the deepest structural questions of physics without retreating into abstraction or surrendering to mathematical convenience.
Time-Scalar Field Theory may yet be revised, refined, or rejected. But it can no longer be dismissed as unfalsifiable speculation. It now occupies the most difficult territory in science: the space between bold explanation and empirical consequence. But that is where progress lives. This is literally the scientific method, incarnate.
If the ideas presented here provoke skepticism, good. If they provoke careful testing, even better. And if, for some readers, they provoke a quiet moment of recognition with a sense that the universe may be more unified, more coherent, and more intimate than we have dared to model historically, then this journal has already served one of science’s oldest purposes: not merely to calculate, but to understand.
— Jordan Gabriel Farrell, Editor-in-Chief The Zebra Journal of Unified Physics, January 2026
Contents
- Farrell, J. G. (2026). A Transdimensional Scalar-Time Derivation of the Casimir Effect: Compatibility, Corrections, and Testable Predictions in TSFT. https://doi.org/10.5281/zenodo.18087251
- Farrell, J. G. (2026). Time-Scalar Field Interpretation of Schwarzschild Precession in the S2 Orbit Around Sagittarius A*. https://doi.org/10.5281/zenodo.18089508
- Farrell, J. G. (2026). TSFT Exterior Tail Test in an Exoplanet S2-Ladder: HAT-P-2b, XO-3b, and WASP-14b. https://doi.org/10.5281/zenodo.18097215
- Farrell, J. G. (2026). Parameter-Free Time–Scalar Field Contributions to Galilean Moon Ephemerides: A Precision Residual Test Using the Io–Jupiter System. https://doi.org/10.5281/zenodo.18097280
- Farrell, J. G. (2026). Temporal Selection Rules for Discrete Mass Emergence via Temporal Eigenmode Selection in Time-Scalar Field Theory. https://doi.org/10.5281/zenodo.18146695
- Farrell, J. G. (2026). Temporal Inertia and the Emergence of Mass: Proper-Time Eigenmodes, Charge as Phase Orientation, and Composite Structures in Time-Scalar Field Theory. https://doi.org/10.5281/zenodo.18099163
- Farrell, J. G. (2026). Observer Unification, Interiority, and the Necessity of a Timeless Maximal Observer in Time–Scalar Field Theory. https://doi.org/10.5281/zenodo.18146712
- Farrell, J. G. (2026). The Fine-Structure Constant as a Transdimensional Closure Residue in Time-Scalar Field Theory. https://doi.org/10.5281/zenodo.18154007
- Farrell, J. G. (2026). Foundations of Time-Scalar Field Theory (TSFT): A Formal Core for the Zebra Poker Framework. https://doi.org/10.5281/zenodo.18163740
- Farrell, J. G. (2026). Why Particles Exist: Survival-Conditioned Discreteness from the Noneness Boundary. https://doi.org/10.5281/zenodo.18166178
- Farrell, J. G. (2026). Lorentz Transformations as Observer–Gauge Redundancies over Θ-Deformation Modes and the Reinterpretation of Temporal Torsion as Magnetism in TSFT. https://doi.org/10.5281/zenodo.18185296
- Farrell, J. G. (2026). Golden-Ratio Temporal Recursion and Mode Stability in Scalar-Time Field Theory. https://doi.org/10.5281/zenodo.18186294
- Farrell, J. G. (2026). Froggle’s Dilemma II: Survival-Conditioned Choice Dynamics Under the Noneness Boundary Choice-Field Topology and Viability-Constrained Utility in Time-Scalar Field Theory (TSFT). https://doi.org/10.5281/zenodo.18245431
- Farrell, J. G. (2026). Temporal Coherence as a Selection Principle in Time-Scalar Field Theory (TSFT): Rivet Stability, Particle Persistence, and Observation as a Coherence Operator. https://doi.org/10.5281/zenodo.1862495
- Farrell, J. G. (2026). Antimatter as an Anti-Entropic Scalar Phase in Time-Scalar Field Theory (TSFT): A Unified Resolution of Baryon Asymmetry, Dark Energy, and the Temporal Arrow. https://doi.org/10.5281/zenodo.18283432
- Farrell, J. G. (2026). Biological Cognition as Phase-Coherent Dynamics in Time-Scalar Field Theory (TSFT): A Neurophysical Resonance Model. https://doi.org/10.5281/zenodo.18286032
- Farrell, J. G. (2026). Unified Force Decomposition in Time-Scalar Field Theory (TSFT): Gravity, Electromagnetism, and the Elastic Geometry of Temporal Flow. https://doi.org/10.5281/zenodo.18300961
- Farrell, J. G. (2026). Optical Angular Momentum Transfer as Torsional Mode Coupling in Time-Scalar Field Theory. https://doi.org/10.5281/zenodo.18317860
- Farrell, J. G. (2026). Temporal Coherence Shear in Bound Matter: A Time-Scalar Field Theory Interpretation of the Migdal Effect. https://doi.org/10.5281/zenodo.18321695
- Farrell, J. G. (2026). Driven Temporal Coherence Shear in Bound Matter: Extending the Migdal Effect Framework within Time-Scalar Field Theory. https://doi.org/10.5281/zenodo.18340144
