Sci - Delta Dynamics: The Pre-Geometric Control Theory of Threshold States

Laboratoire de Chimie Théorique

Indexed indatacite

Abstract

Sci - Delta Dynamics: The Pre-Geometric Control Theory of Threshold States Armstrong Knight — intent-tensor-theory.com — 2026 The Dimensionless Mathematics framework (T4-16 through T4-21) establishes the conditions under which stable structure exists. What it does not provide is a dynamical theory of the threshold itself — not merely what must be true for structure to exist, but what governs the threshold as a movable object, how it evolves, and what physics looks like when the full pre-geometric Delta control vector is projected down through each dimensional layer. This paper introduces Delta Dynamics as the control theory of threshold states in the ITT framework, organized around two complementary…

Citation impact

6
total citations
FWCI
Percentile
References
5
Too recent for citation history.

Authors

1

Topics & keywords

Keywords
  • Scalar (mathematics)
  • Projection (relational algebra)
  • Phasor
  • Boundary (topology)
  • Degrees of freedom (physics and chemistry)
  • Stability (learning theory)
  • Dimensionless quantity
No related works found for this paper.