Whitepapers – Geometric Ratio Model
Theoretical Foundations and Applied Impact of the Geometric Ratio Model (GRM)
The Geometric Ratio Model (GRM) introduces a structural way of thinking about proportion, dimension, and geometric meaning, both in theory and in real-world implementation. To support adoption and clarity, the GRM documentation is organized into two complementary whitepaper series.
GRM Foundations
Theoretical papers on core logic, ratios, and dimensional consistency
This series presents the conceptual and structural foundations of GRM. It explains how GRM reframes geometry through a container-first proportional reference and how the GRM units SPU, SAU, and SVU form a consistent system across 1D, 2D, and 3D.
These papers focus on:
- the core logic of GRM as a proportional reference framework
- canonical enclosed-shape ratios within a square or cube
- dimensional consistency and structural interpretation rules
- the relationship between form and frame as a basis for geometric meaning
GRM Efficiency Series
Applied papers on implementation, visual performance, and design systems
This series explores GRM in practical contexts, including AI image generation, digital layouts, metaverse design, educational tooling, and structure-based prompt design. The focus is on implementation logic, interpretability, and efficiency-oriented workflows.
These papers address topics such as:
- reducing ambiguity in AI prompting using proportional constraints
- improving structural consistency in generated visuals
- energy-aware workflows through fewer iterations and clearer framing
- design systems built on stable proportional reference logic
“Theory builds the model. Application reveals its impact.”
M.C.M. van Kroonenburgh, MSc
© 2026 M.C.M. van Kroonenburgh, MSc (Inratios). Registered under i-Depot 157326. This framework forms part of the Geometric Integrity framework

