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The goal is to establish the Epsilon Utile as a practical mathematical framework that minimizes non-functional values in calculations.

May 10, 20260 citationsOpen Access

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Manifesto : The Logic of the Epsilon Utile (εᵤ)

OMOUAHIBA MRIZAK

Key Points

The goal is to establish the Epsilon Utile as a practical mathematical framework that minimizes non-functional values in calculations.
Introduced the concept of 'Ghost Decimals' and defined the Epsilon Utile as a minimum indivisible unit of impact.
Proposed a threshold-based allocation formula: N = ⌊ R / εᵤ ⌋.
Advocated for the elimination of conventional divisions that lead to ghost decimals.
Demonstrated how epsilon utile logic can ensure mathematical outcomes have tangible real-world beneficiaries.

Abstract

This manifesto introduces the "Epsilon Utile" (εᵤ) logic, a mathematical framework designed to bridge the gap between abstract calculation and physical reality. The core thesis rejects the use of conventional division when it produces "Ghost Decimals"—theoretical fractions that hold no tangible utility. By defining the Epsilon Utile as the minimum indivisible unit of impact, this model proposes a threshold-based allocation formula: N = ⌊ R / εᵤ ⌋. This approach ensures that mathematical outcomes represent actual beneficiaries and real-world utility, rather than fragmented, non-functional values.

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Cite This Study

OUAHIBA MRIZAK (Fri,) studied this question.

synapsesocial.com/papers/6a002222c8f74e3340f9d236 https://doi.org/https://doi.org/10.5281/zenodo.20077274

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