Remembering Raoul Bott (1923–2005)

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Remembering Raoul Bott

Figure 1. Raoul Bott in 2002. Raoul Bott passed away on December 20, 2005. Over a five-decade career he made many profound and fundamental contributions to geometry and topology. This is the second part of a two-part article in the Notices to commemorate his life and work. The first part was an authorized biography, “The life and works of Raoul Bott” [4], which he read and approved a few years ...

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The Life and Works of Raoul Bott

In a career spanning five decades, Raoul Bott has wrought profound changes on the landscape of geometry and topology. It is a daunting task to improve upon his own reminiscences [B3], [B4], [B1] and commentaries on papers [B5], punctuated as they are by insight, colorful turns of phrases and amusing anecdotes. This article, based on his writings and on interviews and correspondences with people...

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The Life and Works of Raoul Bott Loring

554 NOTICES OF THE AMS VOLUME 53, NUMBER 5 R aoul Bott passed away on December 20, 2005. In a career spanning five decades, he has wrought profound changes on the landscape of geometry and topology. It is a daunting task to improve upon his own reminiscences [B3], [B4], [B1] and commentaries on papers [B5], punctuated as they are by insight, colorful turns of phrases, and amusing anecdotes. Thi...

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Working with Raoul Bott: From Geometry to Physics

I was a close friend and collaborator of Raoul and our association lasted for 50 years from our first meeting at the Institute for Advanced Study in Princeton in 1955 to our last conference at Santa Barbara in 2005, shortly before his death. We wrote 12 joint papers together, published over the 20 years between 1964 – 1984, but this represents only the visible part of our joint collaboration. O...

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A Note on the Ko-tkeory of Sphere-bundles by Raoul Bott

1. Two vector bundles E and F over the finite connected CW complex X are /-equivalent, if their sphere-bundles S(E) and S(F) are of the same fiber-homotopy type. If they become /-equivalent after a suitable number of trivial bundles is added to both of them they are stably /-equivalent. This note concerns itself with a new stable /-invariant 6(E), which was suggested by the recent work of Atiya...

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ژورنال

عنوان ژورنال: Notices of the American Mathematical Society

سال: 2013

ISSN: 0002-9920,1088-9477

DOI: 10.1090/noti977