| B. Leimkuhler, S. Reich, R.D. Skeel, Integration methods for molecular dynamics, in "Mathematical Approaches to Biomolecular Structure and Dynamics" (J. Mesirov, K. Schulten & D.W. Summers, eds), Institute for Mathematics and its Applications Series 82, Springer-Verlag (1996), New York, 161--186. |
....while the authors were participants in the Foundations of Computational Mathematics program at the Mathematical Sciences Research Institute, in Berkeley, CA. Work at MSRI is supported by the National Science Foundation. This work was also supported by NSF DMS 9627330. 1 2 LEIMKUHLER AND REICH [8, 6], the systems are characterized by a multiplicity of timescales, generally meaning that a qualitatively important dynamic is manifest on a time interval much greater than the period of the fastest local oscillatory mode. In most cases, the long time scale phenomena are of greatest interest, but it ....
Leimkuhler, B., Reich, S., and Skeel, R.D., Integration Methods for Molecular Dynamics (1995), in Mathematical Approaches to Biomolecular Structure and Dynamics, IMA Volumes in Mathematics and its Applications Vol. 82, Ed. by J.P. Mesirov, K. Schulten and D.W. Summers, Springer.
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B. Leimkuhler, S. Reich, R.D. Skeel, Integration methods for molecular dynamics, in "Mathematical Approaches to Biomolecular Structure and Dynamics" (J. Mesirov, K. Schulten & D.W. Summers, eds), Institute for Mathematics and its Applications Series 82, Springer-Verlag (1996), New York, 161--186.
No context found.
B. J. Leimkuhler, S. Reich, and R. D. Skeel. Integration methods for molecular dynamics. In K. Schulten and J. P. Mesirov, editors, Mathematical approaches to biomolecular structure and dynamics, IMA Volumes in Mathematics and its Applications Vol. 82, pages 161--185. Springer, New York, 1996.
No context found.
B.J. Leimkuhler, S. Reich, and R. D. Skeel. Integration methods for molecular dynamics. In Mathematical approaches to biomolecular structure and dynamics, Seiten 161--185, New York, 1996. Springer.
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