The Thing Computers Can Never Solve
In 1936 — before computers existed — Alan Turing proved there are things no computer can ever solve. Not because they're too hard. Because it's mathematically impossible. This video explains the Halting Problem: what it is, how Turing proved it with one of the most elegant proofs in mathematics, and why it still limits every piece of software ever written. We also connect it to Gödel's incompleteness theorems — two discoveries, five years apart, pointing at the same fundamental wall. This is Episode 5 of the Math Series. 📺 Episode 1 — Why Pi Goes On Forever: • Why Pi Goes On Forever 📺 Episode 2 — Why Some Infinities Are Bigger Than Others: • Why Some Infinities Are Bigger Than Others 📺 Episode 3 — Why Prime Numbers Are Impossible To Predict: • Why Prime Numbers Are Impossible to Predict 📺 Episode 4 — Why The Future Is Unpredictable: • Why The Future Is Unpredictable 🌐 mightbetrue.com 🔔Subscribe for calm, science-backed deep-explainers that reframe something ordinary as strange, ancient, or unsolved. For business inquiries: [email protected]
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