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Name: |
Professor B Leimkuhler |
Organisation: |
University of Edinburgh |
Department: |
Sch of Mathematics |
Current EPSRC-Supported Research
Topics: |
Mathematical Analysis
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Numerical Analysis
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Current EPSRC Support |
EP/Y035097/1 | EPSRC Centre for Doctoral Training in Quantum Informatics | (C) |
EP/S023291/1 | EPSRC Centre for Doctoral Training in Mathematical Modelling, Analysis and Computation (MAC-MIGS) | (P) |
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Previous EPSRC Support |
EP/V001531/1 | Exascale Computing for System-Level Engineering: Design, Optimisation and Resilience | (C) |
EP/P006175/1 | Data-Driven Coarse-Graining using Space-Time Diffusion Maps | (P) |
EP/P000487/1 | International Centre for Mathematical Sciences | (C) |
EP/K039512/1 | SI2-CHE: ExTASY: Extensible Tools for Advanced Sampling and analYsis | (P) |
EP/J014265/1 | Adaptive Collective Variables: Automatic Identification and Application of Multiresolution Modelling | (C) |
EP/J01298X/1 | Adaptive QM/MM simulations | (C) |
EP/J013080/1 | Highly efficient time-domain quantum chemistry algorithms | (C) |
EP/G036136/1 | Numerical Algorithms and Intelligent Software for the Evolving HPC Platform | (C) |
EP/B000222/1 | WORKSHOP: 4th International Symposium on Algorithms for Macromolecular Modelling | (P) |
GR/S98986/01 | Developing Efficient Method for Locating Periodic Orbits in Hamiltonian Maps and Flows | (C) |
GR/R24104/01 | A Mixed Atomistic and Continuum Model For Crossing Multiple Length and Time Scales | (C) |
GR/R03259/01 | Switched and Multiple Time-Scale Geometric Integrators For the N-Body Problem | (P) |
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Key: (P)=Principal Investigator, (C)=Co-Investigator, (R)=Researcher Co-Investigator
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