Mathematics Report Series

From 2008 the Department has combined its previous report series into a Preprint series and a Mathematics Report series listed below.

2012

1/2012 Moving mesh finite difference schemes for the porous medium equation by G. Scherer and M.J. Baines

2011

2/2011 2D advection in an idealised convection model by Debbie Clifford, Sarah L. Dance and Robin J. Hogan

1/2011 Flood modelling and data assimilation by N. Raoult and S.L. Dance

2010

1/2010 A Moving Mesh Approach to Avascular Tumour Growth by Tamsin Lee

2/2010 A hybrid sequential data assimilation scheme for model state and parameter estimation by P.J. Smith, S.L. Dance and N.K. Nichols

2009

1/2009 Observation error correlations in IASI radiance data by L.M. Stewart, J. Cameron, S.L. Dance, S. English, J. Eyre and N.K. Nichols

2/2009 Data assimilation for morphodynamic model parameter estimation: a hybrid approach by P.J. Smith, S.L. Dance and N.K. Nichols

3/2009 Conditioning of the 3DVAR Data Assimilation Problem by S. A. Haben, A. S. Lawless and N. K. Nichols

2008

1/2008 Radial Velocity Assimilation and Experiments with a Simple Shallow Water Model 
S.J. Rennie and S.L. Dance

2/2008 Data Assimilation for Parameter Estimation with Application to a Simple Morphodynamic Model
P.J. Smith, M.J. Baines, S.L. Dance, N.K. Nichols and T.R. Scott