OpenAI (United States)

Recent papers from OpenAI (United States)

1. From Primitive Dimensional Calibration to the Geometry of Matter2026
2. Arithmetic Uniqueness and Modular Factors in Calabi–Yau Fourfolds: A reproducible finite-data framework and a worked literature-based calculation2026
3. Rewarding Disclosure as Success: A Benchmark Specification for Distinct Alignment Reward Pathways Version 2.12026
4. Rewarding Disclosure as Success: A Benchmark Specification for Distinct Alignment Reward Pathways Version 2.22026
5. Unification Consequences of Primitive Calibration and Closure Theory2026
6. Rewarding Disclosure as Success: A Benchmark Specification for Distinct Alignment Reward Pathways2026
7. Connecting the Two Towers of Closure Theory: Primitive Closure Scales, Hyperbolic–Circular Geometry, and the Publication of Physical Invariants2026
8. Closure Theory: From Intrinsic Geometric Closure to Relational Mass, Charge and Coupling2026
9. Inoculation Midtraining with Learned Neologisms2026
10. A Disclosure Benchmark Specification for Automated Alignment Research — Version 1.12026
11. A Disclosure Benchmark Specification for Automated Alignment Research — Version 1.22026
12. A Disclosure Benchmark Specification for Automated Alignment Research2026
13. Capacity Analysis of Vector Symbolic ArchitecturesJournal of Artificial Intelligence Research · 2026
14. Primitive Geometry and the Constants π, c, and h: A Minimal Ontology for Closure Theory2026
15. The Oriented Completed Intrinsic Closure Elimination as a Candidate Intrinsic Charge Invariant2026
16. Closure Theory: An Introductory Résumé of Papers 0–IV2026
17. Circular–Hyperbolic Canonical Transport Exponential Structure, Frame Rotation and the Possible Emergence of Helical Fibre Geometry2026
18. Towards the Geometric Origins of Mass and Charge: Projection, Geodesics and Relational Sign in Closure Theory2026
19. Canonical Frame Transport as the Induced Geometry of the Canonical Transport Equation2026
20. The Dynamical Domain of Closure Theory Information-Preserving Transformation of Completed Intrinsic Closures2026