What is undecidability in the context of number theory and why is it significant for computational complexity theory?
Thursday, 03 August 2023
by EITCA Academy
Undecidability in the context of number theory refers to the existence of mathematical statements that cannot be proven or disproven within a given formal system. This concept was first introduced by the mathematician Kurt Gödel in his groundbreaking work on the incompleteness theorems. Undecidability is significant for computational complexity theory because it has profound implications