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The Upper Bound of Ordering (The Non-Modal Structural System XVII) | Synapse

March 31, 2026Open Access

The Upper Bound of Ordering (The Non-Modal Structural System XVII)

Key Points

The aim is to establish a definitive upper bound for ordering within structural conditions.
Definition of upper bound denoted as c
Analysis of ordering in a fixed time framework
Exploration of structural persistence
An upper bound for ordering has been successfully identified
No additional meaning or subjects were proposed
Structural persistence is maintained despite the upper bound

Abstract

This paper fixes an upper bound within structural conditions. Time has been fixed as ordering of reading. Ordering is fixed with an upper bound. The upper bound is denoted as c. No subject is introduced. No meaning is introduced. The upper bound is fixed in structural persistence.

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Cite This Study

Juza Minamikata (Sun,) studied this question.

synapsesocial.com/papers/69cb6541e6a8c024954b96a2 https://doi.org/https://doi.org/10.5281/zenodo.19308950

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