This project explores the idea that geometry—not fields layered on space-time, but geometry itself—generates the structures we observe as matter, forces, and cosmic history. The aim is to share a coherent research program, outline motivations and context, and make it readable for both curious readers and technically inclined audiences.
Where this sits in cosmology: It engages respectfully with standard cosmology (ΛCDM, GR, QFT) while questioning assumptions about space, time, and energy. It proposes testable predictions and a path to empirical scrutiny.
Who it’s for: Curious non-specialists, students, and researchers open to exploring an alternative framework built on geometric primitives and constraints.
Claims:
• A set of geometric primitives and axioms can reproduce key cosmological regularities.
• Certain divergences from ΛCDM are predicted and made falsifiable.
• The approach emphasizes clarity, parsimony, and correspondence with observation.
Non-claims / limits:
• This is not a full replacement for all of physics; it is a research program in progress.
• Some derivations are provisional and will be refined as results mature.
• Speculative implications are kept separate from core claims.
How to evaluate: Follow the correspondence, predictions, and tests; if observations contradict the unique predictions, the model must adapt or be rejected.
Start with the Overview for the story and intuition, then consult the Framework to see definitions, axioms, and correspondence with standard cosmology. For visual intuition, skim the Visual Guide figures. If you prefer math first, go to Foundations, then return to the Overview for narrative context.
Suggested path:
1) Overview → Visual Guide → Evidence & Tests → Framework.
2) Or: Foundations → Framework → Evidence & Tests → Overview.
Take notes; the terms in Terminology & Conventions will help align meanings across pages.
Geometry-first: Physical regularities arise from geometric structure and constraints.
Primitive: An undefined starting element (e.g., relation, node, or simplex) from which definitions build.
Correspondence: Demonstrated mapping from model constructs to standard observables or parameters.
Falsifiable prediction: A model statement that could be ruled out by specified observations.
Conventions: Minimal notation, plain-language summaries before math, and consistent symbols listed in the Foundations page.
Thanks to early readers for thoughtful critiques and to the cosmology community for rigorous dialogue. All errors are my own. Feedback is welcome via the About & Contact page.
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If you want a narrative introduction with minimal math, proceed to the Overview. If you prefer formal structure and rigor, go to the Framework and Foundations. For progress and change logs, the Blog highlights what’s new and why it matters.