Theoretical Study on Information Fields in Dimensionless Space
Abstract
This study, entitled "Orbis Immobilis", is a milestone in a research project currently underway. It is a step in assessing what many would call Dimensionless Space and quantifies it as a Structured Informational Unit Catalyst. There is currently a prediction that information itself diffuses so greatly that information is irrelevant. Thus far, the study has found the necessity for the Minimum Field by tackling the Hadwiger-Nelson problem and determining the minimum number of colours, and further applying it to reason to create said Minimum Field. This was approached by drawing the plane on a sphere and keep a forbidden angle of 1/6. What would surprise many is that no matter what, the Minimum Field Chromatic Assembly REQUIRES a set threshold for application, and in the case of the Hadwiger plane we established the sequence is 314, a stark resemblance to Pi. Further, the study goes into Dimensionless Objects, and analyzes their required structure. Briefly, the study details a few complex sphere algorithms for anyone's use, not directly related to the study itself. It is finalized with Magnum Orbus which details a Control Number that handles all statistics in the Fields beyond Dimensioned Space.NOTE: I'm just a guy trying his best, and this is a report on a months worth of research and computation through custom applications built to monitor results. I will be doing a massive research project to finalize, but this requires an Electron Microscope to get right, something I don't have access to. Hopefully this helps someone in their theory. File's are in .tex format, if any are not working for you please let me know. You MAY need to configure your file viewer, depending on the file and depending on your file reader.
Fields of Study & Subjects
Advanced Mathematical Theories and Applications
Mathematics and Applications
Complex Systems and Dynamics
Publication details
- Journal / source
- Zenodo (CERN European Organization for Nuclear Research)
- Publication date
- 20 January 2026