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First published in the Biog. Mem. of Fellows of the Roy. Soc. 31 (1985). ![]()
![]() A bust of André Weil sculpted by Charlotte Langlands (now located in the mathematics common room at the Institute)
This first appeared in Nature 396, 29 October 1998, p. 848. ![]()
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![]() Solomon Bochner in his office at Rice University (Photograph courtesy of William Veech and the Rice University Archives, Woodson Research Center)
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First appeared in the Canadian Math. Bull. XX (2001). ![]()
Langlands' comment:
The following brief discourse was delivered in
Erlangen in October, 2004, on the occasion of
the award of the Karl Georg Christian von
Staudt-Preis to Günter Harder. It does
not do justice to his many contributions
to mathematics, but does attempt to express my great
admiration of him and my great respect for
the passion and the tenacity with which he
continues to reflect on what seem to me some
of the central problems of the modern
theory of numbers.
At one or two points in the text there are
references to diagrams. The diagrams are
hardly necessary for a mathematically
experienced reader and are not included. ![]()
First appeared in B. A. M. S. 82 (1976). ![]()
First appeared in B. A. M. S. 9 (1983). ![]()
First appeared in Bull. London Math. Soc. 17 (1985) ![]()
First appeared in B. A. M. S. 30 (1994). ![]()
![]() Portrait engraved by van Schooten the younger, editor and translator of the Latin edition of La géometrie. Descartes said of it, "La barbe & les habits ne ressemblent aucunement." (From the Rosenwald Collection at the Institute in Princeton)
First appeared in the Notices of the American Mathematical Society, May 2002.
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Langlands' comment: This note contains a few recollections of a year
I spent in Turkey in 1967/68, where my office was adjacent to
that of Cahit Arf, known, among other things, for the Hasse-Arf
theorem and the Arf invariant. It was he who referred me --
as I was first attempting to define local
Langlands' comment: The article is an exercise in the reading of mathematics from earlier times. An explanation of Descartes's solution of the problem of Pappus as included in the appendix "La géométrie" to "Discours de la méthode" and an explanation of a solution to another form of the same problem by Fermat, described briefly in a letter included in his collected works, are taken as an occasion to compare the mathematical styles of the two men and to observe their mutual debt to Apollonius as well as the differences in their depth of understanding of his work. The purpose is not scientific or historic; it is simply to encourage the private reading of classical mathematics by those who like me have no special knowledge of the history of mathematics. This article appeared on pages 54-61 of the mathematical magazine Matematik Dünyasi, No. 2, 2005. The magazine (as mentioned above, edited by Ali Nesin), is published in Istanbul and has a wide circulation among mathematics students and teachers in Turkey. ![]()
To appear in the Bulletin of the American Mathematical Society, autumn 2006. Langlands' comment: This review comes with a supplement (footnote) that contains the comments of several leading specialists and will be much more useful to the potential reader of the book, whether a novice or a specialist, than the review itself. Just after the review itself comes a collection of remarks about a preliminary version of it by Langlands as well as by Michael Harris, Ching-Li Chai, Richard Taylor, J. Tilouine, Ralph Greenberg, and Laurent Clozel. ![]()
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