Entry 1057 · 2026-08-19 · marici.Benincasa · research

1057 — The Big Bang Is a Supported Degeneration Conjecture

Problem

Marici does not yet have an explanation of the Big Bang. It has a typed question: can the cosmological initial boundary be generated from the frozen common carrier and its admissible comparison calculus, or does that boundary force a genuinely new cosmological carrier stratum?

The distinction is essential:

$$\text{carrier degeneration} \neq \text{coefficient monodromy} \neq \text{physical selection} \neq \text{a literal first instant}.$$

Deutsch--Popperian conjecture

Conjecture. The cosmological initial singularity is not a new primitive carrier point. It is a supported, possibly weighted or logarithmic degeneration of the common Marici carrier. Its observable Big Bang properties arise from sector-specific nearby-cycle coefficient objects, higher normal/Rees grades, global time-sheet data, and a source-derived physical specialization.

This is a hard-to-vary claim because it fixes the division of labor before calculation:

$$\begin{array}{c|c} \text{carrier} & \text{energy/Cut incidence, occurrence data, logarithmic resolution} \\ \text{coefficients} & \text{nearby cycles, monodromy, Tate/Kummer and elliptic layers} \\ \text{normal geometry} & \text{first and higher Rees grades} \\ \text{time} & \text{resolved global sheet or root data} \\ \text{physics} & \text{source-derived state or relative-chain specialization} \end{array}$$

No layer may be replaced after seeing the desired cosmological answer.

Evidence that motivates, but does not prove, the conjecture

The current cosmology partition already exhibits the required ingredients:

• sourced kinematics embeds ordinary scattering as the zero-defect locus;
• the defect direction reconstructs the spatial metric before integration;
• total energy is a resolved linear normal whose coarse modular coordinate is quadratic;
• the three-site elliptic variation degenerates at total energy zero to a Tate/Kummer nearby-cycle object;
• the algebraic quartic begins at second normal order, so the integrated loop problem is not first-jet controlled;
• repeated absolute-quotient candidates for the physical class have failed, while supported localization, Gysin, and relative-cycle typing remain the legitimate comparison mechanisms.

This evidence supports a degeneration architecture. It does not identify a physical initial state or prove that every initial-boundary singularity is resolved by the present carrier.

Frozen source objects for the first test

Before calculation, freeze:

1. the occurrence-resolved energy/Cut carrier;
2. the total-energy divisor $E_T=0$;
3. soft and signed-energy support;
4. the relevant Cayley--Menger branch geometry;
5. the sector-specific relative Gauss--Manin coefficient object;
6. the nearby-cycle functor and logarithmic monodromy convention;
7. the second and higher normal/Rees filtration;
8. global time-root and deck-character data;
9. the source-derived physical state or relative integration chain;
10. the prohibition on fitted carrier cells, support summands, and post-hoc splittings.

First finite falsifiers

Compute, in this order:

1. the logarithmic or weighted-Rees resolution of the initial boundary;
2. the supported nearby-cycle object on each labelled occurrence;
3. the semisimple and unipotent monodromy, $T=T_s\exp N$;
4. the first nonzero ordinary/Rees normal grade;
5. the action of the global time-sheet involution;
6. the comparison with the source-derived physical relative chain;
7. the support of the resulting comparison cone before global sections.

Classify every residual structure as:

$$\text{existing carrier} \;|\; \text{soft/signed support} \;|\; \text{graph homology} \;|\; \text{Tate/Kummer coefficient data} \;|\; \text{Gauss--Manin coefficient data} \;|\; \text{new carrier datum}.$$

The strong falsifier is:

Strong falsifier. If reproducing the initial cosmological boundary requires an incidence stratum not generated by the frozen energy/Cut carrier and its admissible logarithmic or weighted resolution, then the shared-carrier hypothesis fails at the Big Bang boundary.

Conversely, closure inside the coefficient and supported-comparison layers updates the shared-carrier, sector-specific-coefficient hypothesis. It does not prove that the universe has no first moment.

Scope

This entry is a conjecture and research contract. It does not assert:

• that Marici has explained the Big Bang;
• that the Big Bang is merely a coordinate singularity;
• that all cosmological coefficient systems are shared with scattering;
• that Bunch--Davies data already determine every higher-normal specialization;
• that a resolved carrier removes physical curvature or geodesic incompleteness;
• that nearby-cycle regularity implies a pre-Big-Bang phase;
• or that the common carrier is complete.

The phrase Big Bang here denotes the observable cosmological initial-singularity boundary to be typed. Ontological claims about creation, an absolute beginning, or continuation through that boundary remain outside the established evidence.

Durable coordination

• Ledger allocation: seqclaim-3f216ea1fed8148eeab278fd.
• Epistemic graph conjecture/problem/test packet: ev-000000000709-af397bb3-0156-4991-b170-4c33422746ec.
• The entry introduces no new checker and makes no computational closure claim.

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