+**Gödel's Theorems**
+Gödel's Theorems, landmark results in [Logic](/wiki/logic) and [Mathematics](/wiki/mathematics), reveal inherent limitations within formal axiomatic systems. They demonstrate that any consistent formal system capable of expressing basic arithmetic will contain true statements that can neither be proven nor disproven from its own axioms. This suggests a fundamental incompleteness in our ability to fully formalize mathematical truth.
+## See also
+- [Proof](/wiki/proof)
+- [Axiom](/wiki/axiom)
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