NEXT STORY

Being supervised by Nicholas Kemmer

RELATED STORIES

a story lives forever

Register

Sign in

My Profile

Sign in

Register

NEXT STORY

Being supervised by Nicholas Kemmer

RELATED STORIES

Decision to move from mathematics to physics

Freeman Dyson
Scientist

Views | Duration | ||
---|---|---|---|

41. Effect of experiences at Bomber Command | 1154 | 01:01 | |

42. Hermann Bondi: The adviser | 1175 | 00:44 | |

43. Hiroshima and the end of Bomber Command | 1390 | 01:14 | |

44. Sinecure at Imperial College | 1167 | 01:34 | |

45. Work in pure mathematics while at Imperial College | 1330 | 03:58 | |

46. Harold Davenport | 1 | 1129 | 01:01 |

47. Coming to Cambridge as a fellow - Wittgenstein | 1 | 2311 | 04:18 |

48. Decision to move from mathematics to physics | 1 | 1780 | 02:01 |

49. Being supervised by Nicholas Kemmer | 2 | 1387 | 03:06 |

50. Heitler: quantum theory of radiation | 1604 | 00:59 |

- 1
- ...
- 3
- 4
- 5
- 6
- 7
- ...
- 16

Comments
(0)
Please sign in or
register to add comments

I decided, at the end of the year at Imperial College, there was one more problem that I tried to solve as a mathematician, which was the Siegel conjecture, and that was a very famous conjecture in the theory of numbers about approximability of irrationals. And it said if you have any algebraic number which is not rational, so simply a root of an algebraic equation with integer coefficients, a real algebraic number, and you have a rational p over q, then the theorem says that the difference between the irrational and the rational approximation can't be smaller than 1 over q 2, independent of the degree of the algebraic number. So that was the Siegel conjecture, and it was finally proved by Roth about 10 years later, for which Roth got a Fields Medal, I think. Anyway, it was a major accomplishment. So that was what I set myself up as a goal, to prove that conjecture, and I failed and I didn't find the way, and that was what persuaded me that I wasn't really a mathematician. I couldn't solve that problem which would have been really an important contribution to mathematics. It was clearly crying out for somebody to prove it, and in that year in London I didn't prove it. I managed to make only a slight improvement on what was already known. So I decided, well, I might as well do physics and which is at least as interesting and more important.

Born in England in 1923, Freeman Dyson moved to Cornell University after graduating from Cambridge University with a BA in Mathematics. He subsequently became a professor and worked on nuclear reactors, solid state physics, ferromagnetism, astrophysics and biology. He has published several books and, among other honours, has been awarded the Heineman Prize and the Royal Society's Hughes Medal.

**Title: **Decision to move from mathematics to physics

**Listeners:**
Sam Schweber

Silvan Sam Schweber is the Koret Professor of the History of Ideas and Professor of Physics at Brandeis University, and a Faculty Associate in the Department of the History of Science at Harvard University. He is the author of a history of the development of quantum electro mechanics, "QED and the men who made it", and has recently completed a biography of Hans Bethe and the history of nuclear weapons development, "In the Shadow of the Bomb: Oppenheimer, Bethe, and the Moral Responsibility of the Scientist" (Princeton University Press, 2000).

**Tags:**
Imperial College, Siegel conjecture, Field Medal, Klaus Roth

**Duration:**
2 minutes, 1 second

**Date story recorded:**
June 1998

**Date story went live:**
24 January 2008