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February 9, 20260 citationsOpen Access

MAB–ST Mathematical Package: Appendices and Interpretive Guide

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AMAnna Beáta Markó

Key Points

  • The aim is to provide the MAB–ST framework's formal mathematical materials and an interpretive guide for accurate comprehension.
  • Compilation of mathematical appendices related to the MAB–ST framework.
  • Provision of structural foundations and limit-world constructions.
  • Creation of an Interpretive Guide for formal reading conditions.
  • Clarification of admissibility assumptions and scope limitations.
  • Comprehensive mathematical documentation relevant to the MAB–ST framework is presented.
  • Clarification of interpretive conditions helps prevent misinterpretations in the usage of mathematical statements.

Abstract

This record contains the mathematical package of the MAB–ST framework.The materials collected here belong to the core MAB–ST framework published separately under DOI: 10.5281/zenodo.18518738, where the main conceptual document (“Read This First” / Gerinc) is available. The present package provides the formal and mathematical appendices of MAB–ST, including structural foundations, higher-order relational structures, limit-world constructions, integrability and deployment frameworks, fuzzy-related constraints, and explicit interpretative boundary documents. A dedicated Interpretive Guide is included to clarify formal reading conditions, admissibility assumptions, and scope limitations, with the explicit purpose of preventing ontological, methodological, or structural misinterpretations of the mathematical statements. The material is provided free of charge for academic research and educational purposes. Industrial and commercial use is subject to a separate license agreement with the author, as specified in the included license documents. All materials published under this DOI (10.5281/zenodo.18520515) are governed exclusively by the license terms specified in the license document included in this record. No other license terms, including any default platform licenses, shall apply.

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Cite This Study

Anna Beáta Markó (2026) studied this question.

synapsesocial.com/papers/69897a06f0ec2af6756e82d6https://doi.org/10.5281/zenodo.18520515
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