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A Proposal for a Theory of Everything in the Universe, Also Known as Super Superstring Theory: Primordial Volume, Annotated Equations, and Conditional Dynamical Completions

Year: 2026
Type: preprint
Abstract: Super Superstring Theory (SSTT) is formulated around one proposed primitive: a nonhollow extended constituent with primordial length L0 = 10−35 m, positive surface area, afixed spatial volume 0 < V0 ≤ 10−100 m3, and zero intrinsic mass. Its volume exists beforeexcitation and is neither compressed nor expanded in any admissible physical process. Matter is hypothesized to consist of volume-preserving excitations and collective states of theseconstituents; physical fields and spacetime dynamics are to be obtained from their collectiveobservables. This constituent-first principle organizes every sector of the manuscript, withouttreating an effective comparison equation as a microscopic derivation. We specify an admissible configuration space, a fixed-slicing constrained action and its embedding variation. Weconstruct nontrivial fixed-length, fixed-volume shape histories and a separately specified, exactly soluble quantum shape model with a zero-energy internal ground state. A multiplier-shiftidentity exposes why geometrical constraints alone do not determine an excitation energy. Wederive a conditional coarse-grained density bound and a constituent-based thermodynamic relation, and retain explicitly checked cosmological bounces and a regular-black-hole benchmarkas conditional matching targets. Nineteen principal equation groups and forty-eight technicalsupplements distinguish postulates, derived statements and additional constitutive choices.The originality claim concerns the author’s particular primordial-volume organizing proposal,not the prior invention of branes, incompressible geometry or known effective gravitationalmodels. A universal particle spectrum, covariant microscopic completion, quantum consistencyand empirical validation remain to be established.
Author: Tuan, Tran
Open Access status: green
OpenAlex ID: W7162116171
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