UGP Physics — Complete Paper Bundle (All 53 Papers, P00–P52 + P13 Companions)

Complete collection of all 53 papers in the UGP (Universal Generative Principle) Physics program (P00–P52) plus three P13 MFRR companion papers and the ugp-lean formalization paper. This record bundles all paper PDFs for reader convenience — a single download contains the entire series. Updated 2026-06-13 (Wave-3): P52 The PSL(2,7) Algebraic Structure of the GTE Framework (seven CatAL machine-certified theorems; PSL(2,7) unifies the Fibonacci-Mobius map, F_21 gauge skeleton, and Eisenstein integers as facets of one group); 14 papers updated with Wave-3 algebraic and cosmological results (PSL(2,7) suite, A4/PMNS, Lambda=0 CatAL, g_A/g_V=-1, C2 closure); 361 modules machine-certified in ugp-lean. The papers are organized as follows: P00 Survey and Reader's Guide | P01 Standard Model from UGP | P02 GTE Particle Spectrum | P03 Nuclear Binding Energy | P04 GTE Dynamics and Universality | P05 Uniqueness of UGP | P06 Mathematical Foundations | P07 Meta-Laws | P08 UGP Foundational Monograph | P09 Architecture of a Computable Universe | P10 Reflexive Reality | P11 Ontological Dissonance | P12 Unified Rigidity Capstone | P13 MFRR Foundational Monograph | P14 PSC Concordance | P15 Information Profit Principle | P16 BH Reflexive Unitarity | P17 Braid Atlas v2 | P18 Koide Cyclotomic | P19 Cyclotomic Mass Structure | P20 MFRR Physics Survey | P21 Neutrino Masses | P22 UGP Dynamics | P23 Closure Structure | P24 Deeper Theory | P25 Genetic Code | P26 General Selection Theory | P27 Self-Referential Renormalization Group (SRRG) | P28 Computational Universality | P29 Dark Sector Braid Atlas | P30 Cook Theorem | P31 Weinberg Angle | P32 CKM Matrix | P33 Deeper Consequences | P34 GTE Mobius Substrate | P35 GTE Unification | P36 Emergent Gravity (CMCA) | P37 Quantum Mechanics | P38 Emergent Gravity (Phi_MDL) | P39 QCD Structure | P40 GF(7) Polynomial Universality | P41 Three-Layer Chiral Minkowski CA | P42 Phi_MDL Field | P43 Phi_MDL Completeness | P44 Quantum Gravity Completeness | P45 Three-Tape CMCA | P46 GTE Polynomial UFT | P47 GTE Cosmology | P48 The Complete GTE Framework | P49 MDL Selects the Wolfram Rule | P50 The Spin-7 Lattice Model | P51 The Polynomial Certificate of Transputation | P52 The PSL(2,7) Algebraic Structure of the GTE Framework. For individual papers with their own DOIs, see the UGP Physics Hub record. All papers are available individually on Zenodo; this bundle record is provided for convenience only.

Authors

Publication Details

Journal
Zenodo (CERN European Organization for Nuclear Research)
Published
2026-06-13
DOI
https://doi.org/10.5281/zenodo.20682750
Primary Topic
International Science and Diplomacy
Type
article
Field-Weighted Citation Impact
0.00
Controls
|||
ALL TIME
JAN
FEB
MAR
APR
MAY
JUN
JUL
AUG
SEP
OCT
article

UGP Physics — Complete Paper Bundle (All 53 Papers, P00–P52 + P13 Companions)

Nova Spivack
Zenodo (CERN European Organization for Nuclear Research)
International Science and Diplomacy
article

UGP Physics — Complete Paper Bundle (All 53 Papers, P00–P52 + P13 Companions)

Nova Spivack
article en

Abstract

Complete collection of all 53 papers in the UGP (Universal Generative Principle) Physics program (P00–P52) plus three P13 MFRR companion papers and the ugp-lean formalization paper. This record bundles all paper PDFs for reader convenience — a single download contains the entire series. Updated 2026-06-13 (Wave-3): P52 The PSL(2,7) Algebraic Structure of the GTE Framework (seven CatAL machine-certified theorems; PSL(2,7) unifies the Fibonacci-Mobius map, F_21 gauge skeleton, and Eisenstein integers as facets of one group); 14 papers updated with Wave-3 algebraic and cosmological results (PSL(2,7) suite, A4/PMNS, Lambda=0 CatAL, g_A/g_V=-1, C2 closure); 361 modules machine-certified in ugp-lean. The papers are organized as follows: P00 Survey and Reader's Guide | P01 Standard Model from UGP | P02 GTE Particle Spectrum | P03 Nuclear Binding Energy | P04 GTE Dynamics and Universality | P05 Uniqueness of UGP | P06 Mathematical Foundations | P07 Meta-Laws | P08 UGP Foundational Monograph | P09 Architecture of a Computable Universe | P10 Reflexive Reality | P11 Ontological Dissonance | P12 Unified Rigidity Capstone | P13 MFRR Foundational Monograph | P14 PSC Concordance | P15 Information Profit Principle | P16 BH Reflexive Unitarity | P17 Braid Atlas v2 | P18 Koide Cyclotomic | P19 Cyclotomic Mass Structure | P20 MFRR Physics Survey | P21 Neutrino Masses | P22 UGP Dynamics | P23 Closure Structure | P24 Deeper Theory | P25 Genetic Code | P26 General Selection Theory | P27 Self-Referential Renormalization Group (SRRG) | P28 Computational Universality | P29 Dark Sector Braid Atlas | P30 Cook Theorem | P31 Weinberg Angle | P32 CKM Matrix | P33 Deeper Consequences | P34 GTE Mobius Substrate | P35 GTE Unification | P36 Emergent Gravity (CMCA) | P37 Quantum Mechanics | P38 Emergent Gravity (Phi_MDL) | P39 QCD Structure | P40 GF(7) Polynomial Universality | P41 Three-Layer Chiral Minkowski CA | P42 Phi_MDL Field | P43 Phi_MDL Completeness | P44 Quantum Gravity Completeness | P45 Three-Tape CMCA | P46 GTE Polynomial UFT | P47 GTE Cosmology | P48 The Complete GTE Framework | P49 MDL Selects the Wolfram Rule | P50 The Spin-7 Lattice Model | P51 The Polynomial Certificate of Transputation | P52 The PSL(2,7) Algebraic Structure of the GTE Framework. For individual papers with their own DOIs, see the UGP Physics Hub record. All papers are available individually on Zenodo; this bundle record is provided for convenience only.

Zenodo (CERN European Organization for Nuclear Research)
Openalex Percentile: Top 2%
International Science and Diplomacy
AI Navigator

Ask Laika to Summarize, Analyze, and Connect papers live on the map.

Summarize Papers & Methodologies

Extract key findings, datasets, and comparative methods across publications.

Benchmark Rankings & Visual Analytics

Rank top research institutions, authors, funders, topics, and journals by Field-Weighted Citation Impact (FWCI) and paper volume with instant charts.

Connect Distant Disciplines

Bridge topological clusters on the map to find hidden collaborative intersections.