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| Name: |
Professor I Graham |
| Organisation: |
University of Bath |
| Department: |
Mathematical Sciences |
| Current EPSRC-Supported Research
Topics: |
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Mathematical Physics
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Numerical Analysis
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| Current EPSRC Support |
| EP/S003975/1 | Fast solvers for frequency-domain wave-scattering problems and applications | (P) |
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| Previous EPSRC Support |
| EP/H043519/1 | Adaptive Multiscale Methods for Approximation and Preconditioning | (P) |
| EP/F06795X/1 | BOUNDARY INTEGRAL EQUATION METHODS FOR HIGH FREQUENCY SCATTERING PROBLEMS | (P) |
| GR/S43511/01 | Developments in Boundary Element Methods for Acoustics and Electromagnetics | (C) |
| GR/S43399/01 | Anistropic mesh refinement and the conditioning of boundary element equations | (P) |
| GR/N09282/01 | INNOVATIVE BOUNDARY ELEMENT TECHNIQUES IN COMPUTATIONAL ACOUSTICS AND ELECTROMAGNETICS | (C) |
| GR/M59075/01 | PARALLEL METHODS FOR PDE EIGENVALUE PROBLEMS | (C) |
| GR/M44781/01 | APPROXIMATION IN SPHERICAL GEOMETRY AND APPLICATION TO INVERSE PROBLEMS | (P) |
| GR/L31715/01 | PARALLEL METHODS FOR ELLIPTIC PARTIAL DIFFERENTIAL EQUATIONSON UNSTRUCTURED GRIDS | (P) |
| GR/K57596/01 | DOMAIN DECOMPOSITION METHODS IN COMPUTATIONAL PDE | (P) |
| GR/J88616/01 | PARALLEL METHODS FOR ELLIPTIC PARTIAL DIFFERENTIAL EQUATIONS | (P) |
| GR/J18941/01 | NUMERICAL ANALYSIS AND APPLICATIONS OF THE PSEUDOSPECTRAL BOUNDARY INTEGRAL METHOD FOR PDES | (P) |
| GR/G02895/01 | NUMERICAL ANALYSIS OF BOUNDARY INTEGRAL METHODS. | (P) |
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Key: (P)=Principal Investigator, (C)=Co-Investigator, (R)=Researcher Co-Investigator
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