Lakatos published Proofs and Refutations in 1963-64, in four parts in the British Journal for Philosophy of Science.This work was based on his doctoral thesis and expounds his view of the progress of mathematics.Tags: Canadian EssayistsCritical Thinking BlogSampling Strategy DissertationThesis Proposal Form UmnArgumentative Essay On SustainabilityAnimal Experimentation EssaysCreative Writing Sentence StartersThesis Defense DevelopmentFuneral Blues Poem EssayCafeteria Business Plan
More of Lakatos' activities in Hungary after World War II have recently become known.
After his release, Lakatos returned to academic life, doing mathematical research and translating George Pólya's How to Solve It into Hungarian.
His article, "Cauchy and the Continuum: The Significance of Non-Standard Analysis for the History and Philosophy of Mathematics," is a notable example.
Hersh explains the point of the approach to history that Lakatos uses in this article: The point is not merely to rethink the reasoning of Cauchy, not merely to use the mathematical insight available from Robinson's non-standard analysis to re-evaluate our attitude towards the whole history of the calculus and the notion of the infinitesimal.
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With co-editor Alan Musgrave, he edited the highly-cited Criticism and the Growth of Knowledge, the Proceedings of the International Colloquium in the Philosophy of Science, London, 1965.
Published in 1970, the 1965 Colloquium included well-known speakers delivering papers in response to Thomas Kuhn's The Structure of Scientific Revolutions.
The LSE philosophy of science department at that time included Karl Popper and John Watkins.
According to Ernst Gellner and others, Lakatos lectured on difficult and abstract subjects full of technicalities, but he did it in a way that was intelligible, fascinating, dramatic, and amusing, to a crowded lecture hall in an electric atmosphere, where gales of laughter would often erupt.