Ben M. Herbst

发表

SOLITONS, NUMERICAL CHAOS AND CELLULAR AUTOMATA

Mark J. Ablowitz, Ben M. Herbst, J. M. Keiser, 1990 .

Nonlinear Evolution Equations, Solitons, Chaos and Cellular Automata

Mark J. Ablowitz, Ben M. Herbst, J. M. Keiser, 1990 .

Equidistributing principles in moving finite element methods

S. W. Schoombie, Ben M. Herbst, Andrew R. Mitchell, 1983 .

Generalized Petrov–Galerkin methods for the numerical solution of Burgers' equation

David F. Griffiths, S. W. Schoombie, Ben M. Herbst, 1984 .

On the numerics of integrable discretizations

Mark J. Ablowitz, Ben M. Herbst, C. M. Schober, 1996 .

On homoclinic structure and numerically induced chaos for the nonlinear Schro¨dinger equation

Mark J. Ablowitz, Ben M. Herbst, B. Herbst, 1990 .

Numerical Chaos, Symplectic Integrators, and Exponentially Small Splitting Distances

Mark J. Ablowitz, Ben M. Herbst, B. Herbst, 1993 .

A numerical study of the nonlinear Schro¨dinger equation involving quintic terms

J. A. C. Weideman, Ben M. Herbst, A. Cloot, 1990 .

A numerical study of the large-period limit of a Zakharov–Shabat eigenvalue problem with periodic potentials

Ben M. Herbst, M. A. Molchan, B. Herbst, 2012 .

NUMERICAL HOMOCLINIC INSTABILITIES IN The SINE-GORDON EQUATION

Mark J. Ablowitz, Ben M. Herbst, 1992 .

Computational chaos in the nonlinear Schrödinger equation without homoclinic crossings

Mark J. Ablowitz, Ben M. Herbst, C. M. Schober, 1996 .

A moving Petrov‐Galerkin method for transport equations

Ben M. Herbst, B. Herbst, A. R. Mitchell, 1982 .

Numerical Experience with the Nonlinear Schrödinger Equation

Ben M. Herbst, B. Herbst, A. R. Mitchell, 1985 .

Numerical simulation of quasi-periodic solutions of the sine-Gordon equation

Mark J. Ablowitz, Ben M. Herbst, C. M. Schober, 1995 .