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Matthew G Knepley

Showing results (1-10 of 8) with videos related to

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The Journal of Chemical Physics|October 7, 2011
Mathematical analysis of the boundary-integral based electrostatics estimation approximation for molecular solvation: exact results for spherical inclusionsJaydeep P Bardhan, Matthew G Knepley
The Journal of Chemical Physics|October 10, 2014
Communication: modeling charge-sign asymmetric solvation free energies with nonlinear boundary conditionsJaydeep P Bardhan, Matthew G Knepley
Molecular Based Mathematical Biology|August 15, 2015
Nonlocal Electrostatics in Spherical Geometries Using Eigenfunction Expansions of Boundary-Integral OperatorsJaydeep P Bardhan, Matthew G Knepley, Peter Brune
The Journal of Chemical Physics|March 19, 2009
Bounding the electrostatic free energies associated with linear continuum models of molecular solvationJaydeep P Bardhan, Matthew G Knepley, Mihai Anitescu
Mathematical Medicine and Biology : a Journal of the IMA|February 6, 2019
An implicit discontinuous Galerkin method for modeling acute edema and resuscitation in the small intestineTravis B Thompson, Beatrice M Riviere, Matthew G Knepley
The Journal of Chemical Physics|April 8, 2010
An efficient algorithm for classical density functional theory in three dimensions: ionic solutionsMatthew G Knepley, Dmitry A Karpeev, Seth Davidovits, et al.
Journal of Chemical Theory and Computation|April 6, 2017
Extending the Solvation-Layer Interface Condition Continum Electrostatic Model to a Linearized Poisson-Boltzmann SolventAmirhossein Molavi Tabrizi, Spencer Goossens, Ali Mehdizadeh Rahimi, et al.
Molecular Based Mathematical Biology|January 28, 2014
Analysis of fast boundary-integral approximations for modeling electrostatic contributions of molecular bindingAmelia B Kreienkamp, Lucy Y Liu, Mona S Minkara, et al.
Pageof 1

Showing results (1-10 of 8) with videos related to

Sort By:
Pageof 1
The Journal of Chemical Physics|October 7, 2011
Mathematical analysis of the boundary-integral based electrostatics estimation approximation for molecular solvation: exact results for spherical inclusionsJaydeep P Bardhan, Matthew G Knepley
The Journal of Chemical Physics|October 10, 2014
Communication: modeling charge-sign asymmetric solvation free energies with nonlinear boundary conditionsJaydeep P Bardhan, Matthew G Knepley
Molecular Based Mathematical Biology|August 15, 2015
Nonlocal Electrostatics in Spherical Geometries Using Eigenfunction Expansions of Boundary-Integral OperatorsJaydeep P Bardhan, Matthew G Knepley, Peter Brune
The Journal of Chemical Physics|March 19, 2009
Bounding the electrostatic free energies associated with linear continuum models of molecular solvationJaydeep P Bardhan, Matthew G Knepley, Mihai Anitescu
Mathematical Medicine and Biology : a Journal of the IMA|February 6, 2019
An implicit discontinuous Galerkin method for modeling acute edema and resuscitation in the small intestineTravis B Thompson, Beatrice M Riviere, Matthew G Knepley
The Journal of Chemical Physics|April 8, 2010
An efficient algorithm for classical density functional theory in three dimensions: ionic solutionsMatthew G Knepley, Dmitry A Karpeev, Seth Davidovits, et al.
Journal of Chemical Theory and Computation|April 6, 2017
Extending the Solvation-Layer Interface Condition Continum Electrostatic Model to a Linearized Poisson-Boltzmann SolventAmirhossein Molavi Tabrizi, Spencer Goossens, Ali Mehdizadeh Rahimi, et al.
Molecular Based Mathematical Biology|January 28, 2014
Analysis of fast boundary-integral approximations for modeling electrostatic contributions of molecular bindingAmelia B Kreienkamp, Lucy Y Liu, Mona S Minkara, et al.
Pageof 1