Loughborough University

output

20022026

most citedA deep convolutional neural network model for rapid prediction of fluvial flood inundation

368 citations

researchers with a paper here

F. Nori20 · h 121
S. Savel’ev20 · h 39
T. Ala‐Nissila15 · h 53
A. Archer14 · h 32
Andrew J. Archer2 profiles14 · h 2
A. Alexandrov13 · h 25
F. Kusmartsev3 profiles10 · h 21
Kai‐Kit Wong2 profiles10 · h 79
A. Zagoskin9 · h 35
E. Ferapontov2 profiles9 · h 24
K. Khusnutdinova9 · h 25
A. Boris2 profiles8 · h 25

collaborating institutions

Aalto UniversityFI24 papers
University of MichiganUS24 papers
Centre National de la Recherche ScientifiqueFR21 papers
University College LondonGB18 papers
RIKENJP16 papers
University of EdinburghGB14 papers
RIKEN Advanced Science InstituteJP13 papers
University of NottinghamGB11 papers
Imperial College LondonGB10 papers
Institute of Theoretical and Applied ElectrodynamicsRU10 papers
Landau Institute for Theoretical PhysicsRU10 papers
Max Planck Institute for Solid State ResearchDE10 papers

Showing 2014 · math-phShow all

2 papers · 2 filters

math-ph2014

Gaudin subalgebras and wonderful models

Leonardo Aguirre, Giovanni Felder, Alexander P. Veselov

Gaudin hamiltonians form families of r-dimensional abelian Lie subalgebras of the holonomy Lie algebra of the arrangement of reflection hyperplanes of a Coxeter group of rank r. We…

math-ph2014★ 5 cited

Burchnall-Chaundy polynomials and the Laurent phenomenon

A. P. Veselov, R. Willox

The Burchnall-Chaundy polynomials $P_{n} (z)$ are determined by the differential recurrence relation $P_{n + 1}^{'} (z) P_{n - 1} (z) - P_{n + 1} (z) P_{n - 1}^{'} (z) = P_{n} (z)^{2}$ with $P_{- 1} = P_{0} (z) = 1.$ T…