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This series presents a structured and logically sequential formulation of a discrete informational framework governed by global coherence constraints. Although it originates from the same research program developed in the earlier exploratory preprint series (P-series), the works presented here constitute an autonomous and self-contained series, organized in a progressively axiomatic form and focused on the explicit derivation of the framework’s effective structures. The goal of the construction is to investigate whether structures commonly associated with quantum mechanics, thermodynamics, and geometry may emerge from a discrete relational substrate without being introduced as fundamental postulates. Each article addresses a specific level of the theoretical derivation and forms part of a progressive logical structure based on results established in the preceding works of the series. This article introduces the general structure, scope, and current status of the framework. The work provides an organized overview of the results developed in the first articles of the series, clarifies the overall logic of the theoretical construction, and situates the framework within a broader research program dedicated to the emergence of quantum, thermodynamic, and geometric structures from informational coherence constraints. The article does not introduce new specific physical postulates, but serves a methodological and introductory role: it defines the conceptual setting of the series, the relation between the different levels of the derivation, and the interpretative and theoretical limitations currently assumed within the framework.
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Enrico Ferrero
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Enrico Ferrero (Wed,) studied this question.
www.synapsesocial.com/papers/6a0aad145ba8ef6d83b708ed — DOI: https://doi.org/10.5281/zenodo.20245921