-
Imre Lakatos was born November 9, 1922 in Debrecen, Hungary.
-
-
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.
.
Source -
-
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
-
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.
.
Source -
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.
.
source -
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."
.
Source
img -
-
-
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.
Source