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Computing Mathematics

Proof by Computer and Proof by Human. The idea of a proof as a simple, easily-checked method of establishing truth has undergone modification in the age of computers. But the specialisation of the mathematical world has resulted in difficulties with even entirely human-made proofs. Many major recent results of mathematics have proofs so specialised that there are very few people in the world who can understand them, while some proofs depend on computers to do calculations no human could perform. Where does pure mathematics stand in the digital age?

Professor Tony Mann has taught mathematics and computing at the University of Greenwich for over twenty years. He was President of the British Society for the History of Mathematics from 2008 to 2011 and is editor of the Newsletter of the London Mathematical Society. (from gresham.ac.uk)

3. Proof by Computer and Proof by Human


Go to the Series Home or watch other lectures:

1. Arithmetic by Computer and by Human
2. How Computers Get It Wrong: 2 + 2 = 5
3. Proof by Computer and Proof by Human
4. User Error: Why It's not Your Fault
5. Finding Stable Matches: The Mathematics of Computer Dating
6. Might As Well Toss a Coin: How Random Numbers Help Us Find Exact Solutions
7. This Lecture will Surprise You: When Logic is Illogical
8. When Math doesn't Work: What We Learn from the Prisoner's Dilemma
9. Two Losses Make a Win: How a Physicists Surprised Mathematicians