The two theorems for incompleteness and completeness developed by Gödel in the 1930’s provoked a conceptual revolution in the history of mankind. The claim that not all truths can be demonstrated had a pervasive and enduring influence, leading to deep relativistic standpoints in physics, biology, philosophy and social sciences. Here, based on recently-developed logic tools, we demonstrate that the two Gödel theorems are not tautologous, and hence are unworkable.
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[v1] 2017-11-07 15:26:10
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