General Mathematics


Refutation of Unfalsifiable Conjectures

Authors: Colin James III

In bivalent mathematical logic, the unfalsifiable conjecture is not contradictory, and hence tautologous to be a theorem. The theorem by definition is not contradictory, tautologous, and hence unfalsifiable. There is no distinction between the states of unfalsifiable or confirmable as opposed to falsifiable or refutable.

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[v1] 2018-09-22 09:08:19

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