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Panel Name: EPSRC Mathematics Prioritisation Panel March 2015
Date of Panel: 03 March 2015
Panel Contact: Ward, Michael

Panel Rank Ordered List:  a. First Grants

RankGrant ReferencePrincipal InvestigatorHolding OrganisationGrant TitleValue (£)
1.
EP/M027783/1
Randal-Williams, Dr OUniversity of CambridgeStable and unstable cohomology of moduli spaces90,898
2.
EP/M019292/1
Gramain, Dr JUniversity of AberdeenCombinatorial Representation Theory92,298
3.
EP/M019438/1
Koch, Dr GSUniversity of SussexAnalysis of the Navier-Stokes regularity problem98,130
4.
EP/M025160/1
Jin, Dr BUCLSparsity Regularization for Inverse Problems -- Theory, Algorithm and Application98,264
5.
EP/M02797X/1
Vegh, Dr LLondon School of Economics & Pol SciNew strongly polynomial algorithms for network optimisation problems96,770
6.
EP/M027694/1
Cotar, Dr CUCLContinuous gradient interfaces with disorder98,386
7.
EP/M024784/1
Virtanen, Dr JUniversity of ReadingRiemann-Hilbert problems, infinite matrices and their applications98,560
8.
EP/M021858/1
Zorin, Dr EUniversity of YorkDiophantine properties of Mahler's numbers93,505
9.
EP/M025802/1
Dolan, Dr SRUniversity of SheffieldNew invariants for the gravitational two-body problem90,245
10.
EP/M019225/1
  Not Funded 
11.
EP/M024687/1
  Not Funded 
12.
EP/M02539X/1
  Not Funded 
13.
EP/M019985/1
  Not Funded 
14.
EP/M019187/1
  Not Funded 
15.
EP/M021998/1
  Not Funded 
16.
EP/M022005/1
  Not Funded 
17.
EP/M023907/1
  Not Funded 
18.
EP/M02198X/1
  Not Funded 
19.
EP/M023699/1
  Not Funded 
20.
EP/M020037/1
  Not Funded 
21.
EP/M026361/1
  Not Funded 
22.
EP/M019101/1
  Not Funded 

Notes:

  1. To maintain the anonymity of applicants, full details are available only for those proposals that have been funded.
  2. The number shown is the rank assigned by the panel at the meeting.
  3. Where proposals have the same number, these are joint proposals that were considered as a single application.
  4. Proposals showing as 'Decision Awaited' are given a rank 'n/a' until the decision has been made, and then the final rank will appear.
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