06 — NP-completeness and SAT: from Cook-Levin to real problems
Cook-Levin theorem: SAT is NP-complete. Reductions to 3-SAT, vertex cover, clique, hamiltonian path.…
03 — Undecidability: the halting problem
The first undecidable problem: halting problem. Turing's diagonalization proof and consequences for programming.
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The first undecidable problem: halting problem. Turing's diagonalization proof and consequences for programming.
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