We don't know whether every true statement about whole numbers can eventually be verified by a computer given unlimited time.
open
Global / Unspecified, Global
Some mathematical truths may be true but fundamentally unprovable within any given formal system, a possibility raised by Gödel's work but not fully mapped out for all classes of statements. This unresolved boundary shapes the philosophy of computation.
Citation ID: WS01256
Title: We don't know whether every true statement about whole numbers can eventually be verified by a computer given unlimited time.
URL: https://www.worldsolve.org/index.php?api=problem&id=1256