“It is more important to have beauty in one’s equations than to have them fit experiment.”
— Paul Dirac
Foundational Framework
The intrinsic recurrence structure of the EOTU fabric determines its own natural length- and time-scales. These arise directly from the recurrence laws of the lattice and impose no external dimensional structure beyond the SI bridge used for measured comparison.
This section collects the derived values, calibration bridges, and numerical reference quantities used throughout the public theory pages. Values are presented as ledger entries: definition, value, use, and interpretation.
Native-to-Comparison Structure
EOTU values are expressed first in native recurrence and lattice terms. SI quantities enter only when a derived value is compared against measured physical units.
This sequence keeps the derivation framework separate from the measurement system used to display or validate its results.
Summary
§2 gathers the calibration and derived-value ledger for the EOTU public theory. It defines the coherence length, dormant mean amplitude, update time, energy bridge, nuclear and atomic derived values, curvature coefficient, and additional reference values needed by the framework.
These values are not presented as independent assumptions. They are the scale references and comparison bridges used to express the recurrence-based theory in measurable form.