Dear all:
The following talk in the history of mathematics, especially the calculus, may be of interest.

tomorrow Wednesday 19 November at 2.15 at MR2 CMS:
Michael Berry (Physics Bristol) is a superb speaker, as well as brilliant researcher The talk is on divergent series; and especially its history in folk like Thomas Bayes

details at:
http://talks.cam.ac.uk/talk/index/54642
abstract:
Following the discovery by Bayes in 1747 that Stirling’s series for the factorial is divergent, the study of asymptotic series has today reached the stage of enabling summation of the divergent tails of many series with an accuracy far beyond that of the smallest term. Several of these advances sprang from developments of Airy’s theory of waves near optical caustics such as the rainbow. Key understandings by Euler, Stokes, Dingle and Ecalle unify the different series corresponding to different parameter domains, culminating in the concept of resurgence: quantifying the way in which the low orders of such series reappear in the high orders.


Best, Jeremy

------
Jeremy Butterfield:
http://en.wikipedia.org/wiki/Jeremy_Butterfield
Homepage: http://trin-hosts.trin.cam.ac.uk/fellows/butterfield/
Trinity College, Cambridge CB2 1TQ
Tel: 01223 761524 (office); 07557-668413 (mobile)
Visit the journal, Studies in the History and Philosophy of Modern Physics
http://www.sciencedirect.com/science/journal/13552198



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