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APPM Department Colloquium - A.S. Fokas
Start Date: 4/21/2017Start Time: 3:00 PM
End Date: 4/21/2017End Time: 4:00 PM
This event recurs on Friday every week until 4/28/2017.   Click here to see the series dates.
Event Description:
A.S. Fokas,  Department of Applied Mathematics and Theoretical Physics, Cambridge University

Revisiting the greats: Fourier, Laplace and Riemann

 
The unified transform (also referred to as the Fokas method) will be reviewed. In particular, it will be shown that this transform yields unexpected results for such classical problems as the heat equation on the half line which was first investigated by Fourier, as well as for the Laplace equation in the interior of a polygon. Interesting connections of this approach with the Riemann hypothesis has led to the proof of the Lindelof hypothesis for a close variant of the Riemann zeta function.
 

Location Information:
Main Campus - Engineering Classroom Wing  (View Map)
1111 Engineering DR
Boulder, CO
Room: 265
Contact Information:
Name: Ian Cunningham
Phone: 303-492-4668
Email: amassist@colorado.edu

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