TL;DR
This paper employs supertask theory to demonstrate a contradictory result concerning the consistency of w-order and the Axiom of Infinity in set theory.
Contribution
It introduces a novel application of supertask theory to analyze foundational issues in set theory, revealing contradictions.
Findings
Contradiction between w-order and the Axiom of Infinity
Implications for set theory consistency
Novel use of supertask theory in foundational mathematics
Abstract
Supertask theory is used here to prove a contradictory result which involves the consistency of w-order and the Axiom of Infinity.
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Taxonomy
TopicsComputability, Logic, AI Algorithms · Advanced Mathematical Theories · Advanced Topology and Set Theory