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Birth
Imre Lakatos was born November 9, 1922 in Debrecen, Hungary. -
Graduated from University of Debrecen
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Obtained PhD in Philosophy
After receiving a Rockefeller Fellowship, Lakatos obtained his PhD from Cambridge with "Essays in the Logic of Mathematical Discovery", which he wrote under the supervision of R.B. Braithwaite.
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Provided a Counterexample to Euler's Thesis
Euler had a thesis that said, in regards to regular polyhedra, V - E + F = 2. Lakatos provided the counterexample: a solid bounded by a pair of nested cubes, one of which is inside, but does not touch the other. In this case, V - E + F = 4. Image Source -
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Wrote "Proofs and Refutations"
Lakatos wrote a critique of "formalist" philosophies of mathematics, which he believed "misrepresented the nature of mathematics as an intellectual enterprise". He also believed mathematics to be a "rational affair". Lakatos said that "proofs" and "refutations" are not truly proofs and refutations at all.
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Became Professor of Logic
Imre Lakatos became LSE's Professor of Logic in 1969. During his time there, he was an opponent of Marxism and played a prominent part in opposing the socialist student radicals. He argued passionately against the politicization of scholarship.
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Wrote "Falsification and the Methodology of Scientific Research Programmes”
Imre Lakatos attempted to reconcile Karl Popper's falsificationism with Thomas Kuhn’s model of scientific theory change. His major contribution to the philosophy of science was this idea of a scientific research programme. "He devised a research programme consisting of ‘hard core’, emphasizing on evaluating a research program as ‘progressive’ or ‘degenerative’, instead of analyzing whether the hypothesis is true or false."
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Gave a talk on BBC radio about Science and Pseudoscience
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Legacy: Lakatos Award
The London School of Economics introduced the Lakatos Award in his memory , which is given to candidates who are making exceptional contributions to the philosophy of science.
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