We still don't know if every mathematical statement that seems true can eventually be proven within a single consistent system.
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Global / Unspecified, Global
Gödel's incompleteness theorems already showed some truths escape any fixed formal system, but the full boundary between provable and unprovable truths remains an active area of exploration. This shapes how we understand the limits of formal reasoning itself.
Citation ID: WS01231
Title: We still don't know if every mathematical statement that seems true can eventually be proven within a single consistent system.
URL: https://worldsolve.org/index.php?api=problem&id=1231