Energy Field

05/27/2026

https://youtu.be/Y0VcE-ojZQ4

Ontology II: The Curvature–Torsion Ground Field This episode expl...

05/17/2026

https://www.youtube.com/watch?v=fuSkiVEZh2Y

Infinite–Finite Cosmology | The Lyrics of the Primes A visual journey through the arithmetic architecture of the universe — where curvature and torsion weav...

05/15/2026

05/05/2026

https://zenodo.org/records/19983032
This multi‑chapter release of the Infinite–Finite Cosmology series develops the κ–τ generator framework from its discrete lattice formulation through its continuum and static‑limit reductions. The chapters establish the coupled field equations for the torsion field κ and curvature field τ, derive their continuum wave‑equation structure, and obtain the radial ODEs governing the static, spherically symmetric sector. The analysis shows that τ(r)∼1/r while κ(r) varies slowly, producing an interaction term κ^2 * τ^2 ∝ 1/r^2 that acts as an effective density ρ_κτ(r)=σ/r^2 in the Poisson equation. This yields flat rotation curves with v^2=4πGσ. Together, these chapters provide the continuum‑limit, static‑limit, and radial‑equation machinery used throughout the subsequent development of the κ–τ generator field theory.

This multi‑chapter release of the Infinite–Finite Cosmology series develops the κ–τ generator framework from its discrete lattice formulation through its continuum and static‑limit reductions. The chapters establish the coupled field equations for the torsion field κ and curvature field ....

04/19/2026

https://www.youtube.com/watch?v=plbNswmowZc The question that opens this volume is older than cosmology itself: How could something so vast arise from something so simple? The dedication that precedes this preface Dedicated to those who continue to ask how something so vast could arise from something so simple. is not merely ceremonial. It is the operational challenge that motivates the entire construction. This work begins from a hypothesis both austere and ambitious: that arithmetic, in its most primitive form, is sufficient to generate the architecture of a universe. Not metaphorically or analogically, but structurally. The aim is to show that the rules we treat as elementary bookkeeping can, under the right constraints, unfold into geometry, physics, biology, and the lived world. The project is not to decorate mathematics with cosmological language, nor to replace physics with numerology. Instead, the goal is to expose the minimal algebraic commitments required for a universe to exist at all, and to demonstrate how those commitments propagate upward into the phenomena we recognize as space, time, matter, and life. This AWU volume lays the groundwork. It introduces the arithmetic substrate, the generative operators, and the Infinite - Finite tension that gives the framework its name. Later volumes will escalate the structure, but here the focus is clarity: to show how the simplest possible rules can produce the richest possible consequences. If this book succeeds, it will not be because it answers every question, but because it sharpens the right ones the ones that point toward necessity rather than assumption, structure rather than story, and universality rather than convenience. To those who continue to ask the impossible questions: this work is for you.

Arithmetic Weaves the Universe

04/14/2026

Infinite‑Finite Cosmology is a radical reconstruction of the universe’s foundations. Instead of beginning with geometry, fields, or spacetime, this framework starts with the simplest arithmetic act imaginable:

Suc(n) = n + 1 — the successor operation.

From this single primitive, the manuscript shows how the universe’s structure unfolds step by step. The mod‑4 residue cycle forces the first differentiation of the arithmetic substrate, generating proto‑rotation, polarity, curvature, and the unique 1 + 3 rail architecture that becomes time (the active rail) and space (the three inert rails) .

Refinement compresses the residue structure into finite Möbius‑bounded interiors, where curvature and torsion arise automatically from arithmetic asymmetry. Matter appears when refinement crosses the 4·π threshold, locking curvature and torsion into stable knotted configurations — the proton, electron, and neutrino triplet .

Entropy emerges as the loss of residue‑specific information under finite projection, driving each interior toward a curvature‑neutral saddle. Because the successor field has no minimal element, the universe becomes a bi‑infinite chain of eons, each generated by refinement acting on the arithmetic substrate .

The manuscript positions this as a compression claim: the shortest known generative description of the universe’s large‑scale regularities. It is fully falsifiable — either by a shorter competitor or by failed predictions listed in Appendix C, including CMB rotation, gravitational wave spectra, lensing anomalies, and the persistence of the Hubble tension .

In short:
Arithmetic generates geometry.
Geometry generates matter.
Matter generates cosmic evolution.
The universe is not built from space — space is built from succession.

Infinite‑Finite Cosmology is a radical reconstruction of the universe’s foundations. Instead of beginning with geometry, fields, or spacetime, this framework...