A Zero-Parameter Derivation of String Theory: Resolving the Landscape Problem.
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2026
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| _version_ | 1866901884186394624 |
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| author | McCabe, Luke |
| author_facet | McCabe, Luke |
| contents | <p>We present a novel framework — Chrono Singularity Unification (CSU) — that derives the full mathematical structure of string theory from two information-theoretic axioms: a minimal binary alphabet (Z = 2) and a unique vacuum energy regularisation (c = 1/12). Starting from these first principles, we recover the Virasoro and Super-Virasoro algebras, the critical spacetime dimension D = 10, anomaly cancellation for SO(32) and E₈ × E₈, modular invariance, and the spectral dimension flow from d_S = 2 (UV) to d_S = 4 (IR). All results emerge without free parameters or empirical input.</p> <p>The framework includes rigorous proofs of: (i) the uniqueness of strings as fundamental objects via exclusion of all alternative extended structures; (ii) the necessity of N = 1 worldsheet supersymmetry via exhaustive elimination of all other algebras; and (iii) the Spectral Symmetry Lock theorem establishing d_S = 2 as the unique UV geometry. A companion supplementary paper provides the complete mathematical apparatus with all derivations unabridged.</p> <p><strong>Keywords:</strong> string theory, information theory, Virasoro algebra, conformal field theory, anomaly cancellation, spectral dimension, modular invariance, supersymmetry, computational physics</p> |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_19221605 |
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| publishDate | 2026 |
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| spellingShingle | A Zero-Parameter Derivation of String Theory: Resolving the Landscape Problem. McCabe, Luke String theory CSU Chrono Singularity Unification Virasoro algebra supersymmetry first principles computational theory landscape problem Dark matter dark energy M Theory General relativity quantum mechanics quantum gravity <p>We present a novel framework — Chrono Singularity Unification (CSU) — that derives the full mathematical structure of string theory from two information-theoretic axioms: a minimal binary alphabet (Z = 2) and a unique vacuum energy regularisation (c = 1/12). Starting from these first principles, we recover the Virasoro and Super-Virasoro algebras, the critical spacetime dimension D = 10, anomaly cancellation for SO(32) and E₈ × E₈, modular invariance, and the spectral dimension flow from d_S = 2 (UV) to d_S = 4 (IR). All results emerge without free parameters or empirical input.</p> <p>The framework includes rigorous proofs of: (i) the uniqueness of strings as fundamental objects via exclusion of all alternative extended structures; (ii) the necessity of N = 1 worldsheet supersymmetry via exhaustive elimination of all other algebras; and (iii) the Spectral Symmetry Lock theorem establishing d_S = 2 as the unique UV geometry. A companion supplementary paper provides the complete mathematical apparatus with all derivations unabridged.</p> <p><strong>Keywords:</strong> string theory, information theory, Virasoro algebra, conformal field theory, anomaly cancellation, spectral dimension, modular invariance, supersymmetry, computational physics</p> |
| title | A Zero-Parameter Derivation of String Theory: Resolving the Landscape Problem. |
| topic | String theory CSU Chrono Singularity Unification Virasoro algebra supersymmetry first principles computational theory landscape problem Dark matter dark energy M Theory General relativity quantum mechanics quantum gravity |
| url | https://doi.org/10.5281/zenodo.19221605 |