Canonical hierarchy of the framework
Core theory: Y = d(P) · S is the foundational identity. It states that realised outcomes depend on decision quality, enabled by predictive capacity, and decision sovereignty.
Operational magnitude: DSI = ∛(A · C · E) · (1 − V) estimates the magnitude of decision sovereignty. In this operational form, DSI is bounded from 0 to 1.
Signed sovereignty: negative sovereignty is not generated by the DSI magnitude alone. It arises when that magnitude is combined with a negative sign, alignment or transmission factor.
Extended transmission model: use a decomposed form such as Y = d(P) · DSI · T only where transmission is being modelled separately. Do not add a separate transmission term to an already signed S.
The Execution Theorem
The core proof-style statement of the relationship between decisions, execution and outcomes.
Plain EnglishCompendium
A readable guide to the main concepts, terms and implications of the framework.
Theory mapComplementarity Brief
A comparison of Execution Economics with existing theoretical traditions.