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SUMMARY:Variation of the Nazarov-Sodin constant for random plane waves and
  arithmetic random waves - Igor Wigman (King's College\, London)
DTSTART:20180123T161500Z
DTEND:20180123T171500Z
UID:TALK97870@talks.cam.ac.uk
CONTACT:Perla Sousi
DESCRIPTION:This is joint work with Par Kurlberg.\nWe prove that the Nazar
 ov-Sodin constant\, which up to a natural scaling gives the leading order 
 growth for the expected number of nodal components of a random Gaussian fi
 eld\, genuinely depends on the field. We then infer the same for "arithmet
 ic random waves"\, i.e. random toral Laplace eigenfunctions.\n
LOCATION:MR12\, CMS\, Wilberforce Road\, Cambridge\, CB3 0WB
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