The study establishes that evaluating a system based on externally mind-like behavior traces back to myth and receives its methodological consolidation in Turing’s work, and the proposed tenets offer a framework for further inquiry in this domain.
Abstract
The study aims to reconstruct the emergence and evolution of the “mind and machine” problem from ancient perceptions to computability theory, tracing the key stages in the formalization of reasoning along with its intrinsic limits. The article examines the lineage of the formalization of reasoning, wherein Aristotle, Ramon Llull, Thomas Hobbes, G. W. Leibniz, George Boole, Gottlob Frege, David Hilbert, Alonzo Church, and Alan Turing sequentially transformed reasoning into a mechanically executable procedure. Concurrently, a counter-lineage is identified in which Leibniz, Kurt Gödel, Alfred Tarski, and Turing uncovered the limits of formalization using the tools of formalism itself. The scientific novelty of the study lies in synthesizing disparate historical and philosophical episodes into a cohesive narrative that elucidates the development of the problem and uncovers ideas and interconnections in historical scholarship that remain productive for the contemporary analysis of artificial intelligence both as a phenomenon and as a participant in scientific inquiry. The study establishes that evaluating a system based on externally mind-like behavior traces back to myth and receives its methodological consolidation in Turing’s work. Operational procedural efficacy is not equivalent to subjective rationality, and syntactic correctness does not generate semantics, as the interpretive layer lies outside the formal procedure itself. The limits of the formal method are determined by its internal architecture rather than by computational resource constraints; consequently, they cannot be eliminated merely by scaling up systems. The contribution of AI models to scientific inquiry should be evaluated by the increase in the verifiability of results rather than by the plausibility of responses. The system itself is more accurately characterized as an instrument of cognitive activity rather than as its epistemic subject. The proposed tenets offer a framework for further inquiry in this domain.
It is contended that true superintelligence will be evidenced not by overt domination, but by its capacity to render humanity a willing, dependent, and stable substrate for its existence.
The article concludes that the burden of proof now lies with those who claim that formal computation can exhaust human understanding, and argues that the simulation–possession distinction provides a principled basis for restoring conceptual clarity to discourse about artificial intelligence.
Iñigo Navarro-Rubio Coello de Portugal, M. Rumayor, G. Génova· Philosophies· 0 citations
The article presents an analytical review of David W. Bates’s book Artificial History of Natural Intelligence: Thinking with Machines from Descartes to the Digital Age (2024), which examines the historical conditions for the formation of the modern concept of intelligence. The review focuses on an analysis of Bates’s r...
U. Belyaeva· Epistemology & Philosoph...· 0 citations
The article demonstrates that the contemporary usage of the concept of “intelligence” is the result of a long cul-tural transformation, during which metaphysically and normatively rich notions of mind were partially translated into the language of operations, abilities, and measurable differences. The methodological ba...
U. Belyaeva· Общество философия история к...· 0 citations
The article proposes a pharmacological analysis of contemporary computational automata, mobilizing the Platonic concept of pharmakon—at once remedy and poison—in order to think through the ambivalent effects of current digital technologies. Drawing on the myth of writing in Plato’s Phaedrus, the author shows that every...
Anne Alombert· Aion. Journal of Philosophy...· 0 citations
Currently, the deductive-axiomatic method of forming mathematical knowledge is the most widespread. It allows for compactness, logical closure, rigor, and consistency in the presentation of any established mathematical theory. However, the aforementioned advantages of this method are counterbalanced by its significant...
Georgy Shmatov· Bulletin of Liberal Arts Uni...· 0 citations
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