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This research demonstrates how a universal representation of states in information can improve logical frameworks, highlighting the connection between fields.
As the world rapidly develops, information, as a vital resource, remains a subject of debate, with its definition and nature still being debated. To address this issue, Objective Information Theory proposes a set of axioms that rigorously define information. This paper aims to construct a formal system of mathematical logic using first-order and higher-order logic. Using well-formed formulas, it formalizes states and demonstrates that nearly all structures and states in various fields can be expressed. Finally, this paper proposes a universal state representation method, which improves the definition of state in Objective Information Theory and builds a bridge for the exchange and research of states across various fields.
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Qiu et al. (2025) studied this question.
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