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| Issue Date | Title | Author(s) | 15-Aug-2006 | An algorithm to detect small solutions in linear delay differential equations | Ford, Neville J; Lumb, Patricia M |
Feb-2005 | Algorithms for the fractional calculus: A selection of numerical methods | Diethelm, Kai; Ford, Neville J; Freed, Alan D; Luchko, Yury |
2002 | Analysis of fractional differential equations | Diethelm, Kai; Ford, Neville J |
2004 | Analysis via integral equations of an identification problem for delay differential equations | Baker, Christopher T H; Parmuzin, E I; University College Chester ; Institute of Numerical Mathematics, Russian Academy of Sciences |
9-Nov-2009 | Analytical and numerical investigation of mixed-type functional differential equations | Lima, Pedro M; Teodoro, M Filomena; Ford, Neville J; Lumb, Patricia M; Instituto Superior Tecnico UTL, Lisbon : Instituto Politecnico de Setubal, Lisbon : University of Chester : University of Chester |
12-Apr-2011 | Analytical and numerical treatment of oscillatory mixed differential equations with differentiable delays and advances | Ferreira, José M; Ford, Neville J; Malique, Md Abdul; Pinelas, Sandra; Yan, Yubin; Instituto Superior Técnico, Lisbon : University of Chester : University of Chester : Universidade dos Açores : University of Chester |
2004 | Bifurcations in approximate solutions of stochastic delay differential equations | Baker, Christopher T H; Ford, Judith M; Ford, Neville J; University College Chester/UMIST ; UMIST; University College Chester |
2003 | Bifurcations in numerical methods for volterra integro-differential equations | Edwards, John T; Ford, Neville J; Roberts, Jason A |
Dec-2003 | A black box at the end of the rainbow: Searching for the perfect preconditioner | Ford, Judith M; Chester College of Higher Education |
2002 | Boundedness and stability of solutions to difference equations | Edwards, John T; Ford, Neville J |
23-May-2003 | Boundness and stability of differential equations | Edwards, John T; Ford, Neville J |
23-May-2003 | Characterising small solutions in delay differential equations through numerical approximations | Ford, Neville J; Lunel, Sjoerd M Verduyn |
2002 | Characterising small solutions in delay differential equations through numerical approximations | Ford, Neville J; Lunel, Sjoerd M Verduyn |
Nov-2003 | Combining Kronecker product approximation with discrete wavelet transforms to solve dense, function-related linear systems | Ford, Judith M; Tyrtyshnikov, Eugene E; Chester College of Higher Education ; Russian Academy of Sciences |
Jun-2006 | Comparison of numerical methods for fractional differential equations | Ford, Neville J; Connolly, Joseph Arthur |
Dec-2005 | Computational approaches to parameter estimation and model selection in immunology | Baker, Christopher T H; Bocharov, Gennady; Ford, Judith M; Lumb, Patricia M; Norton, Stewart J; Paul, C A H; Junt, T; Krebs, P; Ludewig, B |
2005 | Computational aspects of time-lag models of Marchuk type that arise in immunology | Baker, Christopher T H; Bocharov, Gennady; University of Chester ; Institute of Numerical Mathematics, Russian Academy of Sciences |
2005 | Computational modelling with functional differential equations: Identification, selection, and sensitivity | Baker, Christopher T H; Bocharov, Gennady; Paul, C A H; Rihan, F A R; University College Chester ; Institute of Numerical Mathematics, Russian Academy of Sciences ; University of Salford |
May-2004 | Detailed error analysis for a fractional Adams method | Diethelm, Kai; Ford, Neville J; Freed, Alan D |
2004 | Determining control parameters for dendritic cell-cytotoxic T lymphocyte interaction | Ludewig, Burkhard; Krebs, Philippe; Junt, Tobias; Metters, Helen; Ford, Neville J; Anderson, Roy M; Bocharov, Gennady; University of Zürich ; University of Zürich ; University of Zürich ; University of Zürich ; University College Chester ; Imperial College, University of London ; Institute of Numerical Mathematics, Russian Academy of Sciences |
Showing results 1 to 20 of 66
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