Mathematics, ideology, and the politics of infinitesimals: mathematical logic and nonstandard analysis in modern China

@article{Dauben2003MathematicsIA,
  title={Mathematics, ideology, and the politics of infinitesimals: mathematical logic and nonstandard analysis in modern China},
  author={Joseph Warren Dauben},
  journal={History and Philosophy of Logic},
  year={2003},
  volume={24},
  pages={327 - 363}
}
  • J. Dauben
  • Published 1 December 2003
  • History
  • History and Philosophy of Logic
I first met Ivor Grattan-Guinness and his wife Enid in the late summer of 1970. I was in England following an intensive course in German at the Goethe Institute in Prien am Chiemsee, and had arranged to spend the month of August in London. Ivor and I had been corresponding about the subject of my PhD thesis, Georg Cantor, for several years, and it was a pleasure to be invited for Sunday tea in High Barnet, where the Grattan-Guinnesses had a very pleasant garden in which we enjoyed tea and… 
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References

SHOWING 1-10 OF 104 REFERENCES

Abraham Robinson: The Creation of Nonstandard Analysis, A Personal and Mathematical Odyssey

One of the most prominent mathematicians of the twentieth century, Abraham Robinson discovered and developed nonstandard analysis, a rigorous theory of infinitesimals that he used to unite

Mao Zedong on dialectical materialism : writings on philosophy, 1937

This illustrated encyclopedia offers in-depth coverage of one of the most fascinating and widely studied periods in American history. Extending from the end of World War I in 1918 to the great Wall

Marx and Engels on the History of Science and Technology

Marx’ main contribution to the understanding of the natural sciences was his insistence on their basic social character. He had learned from HEGEL that facts had to be seen as elements in a process,

Restoration: S. A. Yanovskaya's path in logic

This article presents the story of S. A. Yanovskaya's epiphany—particularly, her shift from hard-line communist orthodoxy and hostility towards ‘bourgeois minded’ Soviet-Russian mathematicians to

On Contradiction

Two contradictions are in contradiction. One is tragic, or insurmountable, contradiction: two equally founded demands oppose each other without any possibility of reconciliation (e.g., Antigone's

Karl Marx and the foundations of differential calculus

How to understand derivatives-notes on studying Marx's mathematical manuscripts

  • Journal of Beijing Normal University
  • 1975

Lecture Notes on Dialectical Materialism

  • 1938

Scientism in Chinese thought, 1900-1950

...