J. A. Izaguirre. Generalized mollified multiple time stepping methods for molecular dynamics. In A. Brandt, J. Bernholc, and K. Binder, editors, Multiscale Computational Methods in Chemistry and Physics,vol- ume 177 of NATO Science Series: Series III Computer and Systems Sciences, pages 34--47. IOS Press, Amsterdam, Netherlands, Jan 2001. Home/Search Document Not in Database Summary Related Articles Check |
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Framework Design, Parallelization and Force Computation in.. - Matthey (Correct)
....in paper [D] Section 5.8.2 gives a practical example of how an existing sequential force can be parallelized. On the other hand, the design and development are also user and application driven: 1. Components to implement sophisticated integrators and fast force evaluators, such as MOLLY [44, 45, 58, 59, 60, 62] and Dissipative Molly [82] and multi grid summation [13, 107] PME methods [26, 27, 33, 54] and standard Ewald summation [34] 2. Facilities to compare accuracy of force methods, and to make decisions concerning optimal parameters and method for a given accuracy and system. 3. Components to ....
J. A. Izaguirre. Generalized mollified multiple time stepping methods for molecular dynamics. In A. Brandt, J. Bernholc, and K. Binder, editors, Multiscale Computational Methods in Chemistry and Physics, volume 177 of NATO Science Series: Series III Computer and Systems Sciences, pages 34--47. IOS Press, Amsterdam, Netherlands, Jan 2001.
Verlet-I/r-RESPA/Impulse Is Limited by Nonlinear Instability - Ma, Izaguirre, Skeel Self-citation (Izaguirre) (Correct)
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J. A. Izaguirre. Generalized mollified multiple time stepping methods for molecular dynamics. In A. Brandt, J. Bernholc, and K. Binder, editors, Multiscale Computational Methods in Chemistry and Physics,vol- ume 177 of NATO Science Series: Series III Computer and Systems Sciences, pages 34--47. IOS Press, Amsterdam, Netherlands, Jan 2001.
Targeted Mollified Impulse - A Multiscale Stochastic.. - Ma, Izaguirre (2003) Self-citation (Izaguirre) (Correct)
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J. A. Izaguirre. Generalized mollified multiple time stepping methods for molecular dynamics. In A. Brandt, J. Bernholc, and K. Binder, editors, Multiscale Computational Methods in Chemistry and Physics,vol- ume 177 of NATO Science Series: Series III Computer and Systems Sciences, pages 34--47. IOS Press, Amsterdam, Netherlands, 2001.
Novel Multiscale Algorithms for Molecular Dynamics - Ma (2003) Self-citation (Izaguirre) (Correct)
No context found.
J. A. Izaguirre. Generalized mollified multiple time stepping methods for molecular dynamics. In A. Brandt, J. Bernholc, and K. Binder, editors, Multiscale Computational Methods in Chemistry and Physics, volume 177 of NATO Science Series: Series III Computer and Systems Sciences, pages 34--47. IOS Press, Amsterdam, Netherlands, Jan 2001.
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