Axis Model overview
A research program in matter, gauge geometry and gravity
The Axis Model investigates how coherent internal structure can support gauge geometry, localized classical matter and gravitational effective theories. Its papers develop connected constructions with explicit assumptions, mathematical results and open physical questions.
Morton’s Guide introduces the research by topic, with paper summaries, abstracts and links to the current public manuscripts and supporting files.
Start with the journal research
A coherent, protected internal sector supports a gauge-covariant non-Abelian connection and curvature construction under stated domain assumptions. The published Quadratic Closure paper shows how a positive quadratic model can supply two response inputs of a specified normalization interface.
Gauge geometry — published in AIP Advances
Quadratic Closure — published in AIP Advances
Follow a research question
Matter: an explicit field theory supports localized classical charged cells, linear stability and relativistic motion. Further papers develop common-body and representation interfaces. Establishing the corresponding physical quantum particles remains a separate task.
Gauge interactions: projector geometry defines connections and curvature. Source normalization and matching determine what additional information is needed to calculate physical coupling strengths.
Geometry and gravity: scalar-clock criteria, specified-action dynamics and curvature calculations identify the conditions needed to reconstruct a metric and connect its effective theory to observables.
Classical charged-cell construction
Scalar-clock geometry and gravitational dynamics
Choose your level of detail
The foundational synthesis presents the broad architecture. The Reference Guide explains notation and connections between papers. Each originating paper states the assumptions and scope of its results.