Book contents
- Frontmatter
- Contents
- Preface
- List of speakers and talks
- 1 Harmonic analysis on compact symmetric spaces
- 2 Weyl, eigenfunction expansions, symmetric spaces
- 3 Weyl's work on singular Sturm–Liouville operators
- 4 From Weyl quantization to modern algebraic index theory
- 5 Sharp spectral inequalities for the Heisenberg Laplacian
- 6 Equidistribution for quadratic differentials
- 7 Weyl's law in the theory of automorphic forms
- 8 Weyl's Lemma, one of many
- 9 Analysis on foliated spaces and arithmetic geometry
- 10 Reciprocity algebras and branching
- 11 Character formulae from Hermann Weyl to the present
- 12 The Classification of affine buildings
- 13 Emmy Noether and Hermann Weyl
13 - Emmy Noether and Hermann Weyl
Published online by Cambridge University Press: 12 May 2010
- Frontmatter
- Contents
- Preface
- List of speakers and talks
- 1 Harmonic analysis on compact symmetric spaces
- 2 Weyl, eigenfunction expansions, symmetric spaces
- 3 Weyl's work on singular Sturm–Liouville operators
- 4 From Weyl quantization to modern algebraic index theory
- 5 Sharp spectral inequalities for the Heisenberg Laplacian
- 6 Equidistribution for quadratic differentials
- 7 Weyl's law in the theory of automorphic forms
- 8 Weyl's Lemma, one of many
- 9 Analysis on foliated spaces and arithmetic geometry
- 10 Reciprocity algebras and branching
- 11 Character formulae from Hermann Weyl to the present
- 12 The Classification of affine buildings
- 13 Emmy Noether and Hermann Weyl
Summary
Preface
We are here for a conference in honor of Hermann Weyl and so I may be allowed, before touching the main topic of my talk, to speak about my personal reminiscences of him.
It was in the year 1952. I was 24 and had my first academic jobat Müchen when I received an invitation from van der Waerden to give a colloquium talk at Zürich University. In the audience of my talk I noted an elder gentleman, apparently quite interested in the topic. Afterwards – it turned out to be Hermann Weyl – he approached me and proposed to meet him next day at a specific point in town. There he told me that he wished to know more about my doctoral thesis, which I had completed two years ago already but which had not yet appeared in print. Weyl invited me to join him on a tour on the hills around Zürich. On this tour, which turned out to last for several hours, I had to explain to him the content of my thesis which contained a proof of the Riemann hypothesis for function fields over finite base fields. He was never satisfied with sketchy explanations, his questions were always to the point and he demanded every detail. He seemed to be well informed about recent developments.
This task was not easy for me, without paper and pencil, nor blackboard and chalk. So I had a hard time. Moreover the pace set by Weyl was not slow and it was not quite easy to keep up with him, in walking as well as in talking.
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- Information
- Groups and AnalysisThe Legacy of Hermann Weyl, pp. 285 - 326Publisher: Cambridge University PressPrint publication year: 2008
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