Harmonic Analysis/PDEs
Workshop
20th
November 2013
University of Birmingham
Local Organisers:
Jonathan Bennett, Neal Bez, Marina Iliopoulou
Information:
This workshop is a one day meeting of the LMS Harmonic Analysis and
PDEs network, funded in part by an LMS Scheme 3 Grant and the ERC, and will take
place at the University
of Birmingham. All interested persons are welcome to attend.
There will be a total of four talks on Wednesday 20th
November. There will also be a
informal dinner in the city on Wednesday
evening.
The University of Birmingham is most easily reached via its own train
station which is a short ride from Birmingham's main New Street
station. Full campus maps and directions to the university can be found
here.
The School of Mathematics is based in the Watson Building (R15 on the
campus map).
Speakers:
Anthony Carbery
(University of Edinburgh)
Multilinear Kakeya, multijoints and colourings
András Mathe
(University of Warwick)
On a problem of Erdos on similar copies of sequences in measurable sets
Javier Parcet (ICMAT, Madrid) Riesz transforms - dimension free estimates and Fourier multipliers
Julia Wolf
(University of Bristol)
Current challenges in higher-order Fourier analysis
Programme:
Wednesday 20th
November 2013
From 10:30 Meet in common room
(221, second floor, Watson Building)
11:00 Anthony Carbery Lecture Room 117, Physics West (note: the venue for this talk has been updated)
12:00 Lunch
13:30 Julia Wolf
Lecture Room C, Watson Building
14:30 András Mathe
Lecture Room C, Watson Building
15:30 Tea/Coffee Break
16:00 Javier Parcet
Lecture Room C, Watson Building
Evening Dinner
Accommodation:
Participants are invited to make their own accommodation arrangements.
Here are some B&Bs and hotels in the vicinity of the
University:
Lucas
House
Kensington
Guesthouse
Copperfield
House Hotel
Awentsbury
Hotel
Renwick House Guesthouse
The
Wentworth Hotel
Norfolk Hotel
Further
Information:
There is limited funding available to support PhD students and
young researchers. Please contact Jonathan
Bennett regarding funding requests.
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