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Prof BM Herbst
Prof BM Herbst
Professor in Applied Mathematics, University of Stellenbosch, South Africa
Verified email at praelexis.com
Title
Cited by
Cited by
Year
Split-step methods for the solution of the nonlinear Schrödinger equation
JAC Weideman, BM Herbst
SIAM Journal on Numerical Analysis 23 (3), 485-507, 1986
5701986
On the extension of the Painlevé property to difference equations
MJ Ablowitz, R Halburd, B Herbst
Nonlinearity 13 (3), 889, 2000
3032000
Offline signature verification using the discrete radon transform and a hidden Markov model
J Coetzer, BM Herbst, JA du Preez
EURASIP Journal on Advances in Signal Processing 2004, 1-13, 2004
2582004
On homoclinic structure and numerically induced chaos for the nonlinear Schrödinger equation
MJ Ablowitz, BM Herbst
SIAM Journal on Applied Mathematics 50 (2), 339-351, 1990
2481990
On the numerical solution of the sine–Gordon equation: I. Integrable discretizations and homoclinic manifolds
MJ Ablowitz, BM Herbst, C Schober
Journal of Computational Physics 126 (2), 299-314, 1996
2111996
Numerically induced chaos in the nonlinear Schrödinger equation
BM Herbst, MJ Ablowitz
Physical Review Letters 62 (18), 2065, 1989
2041989
Singular value decomposition, eigenfaces, and 3D reconstructions
N Muller, L Magaia, BM Herbst
SIAM review 46 (3), 518-545, 2004
1272004
An introduction to diffusion maps
J De la Porte, B Herbst, W Hereman, S Van Der Walt
Proceedings of the 19th symposium of the pattern recognition association of …, 2008
1062008
Performance of convolutional neural networks for feature extraction in froth flotation sensing
ZC Horn, L Auret, JT McCoy, C Aldrich, BM Herbst
IFAC-PapersOnLine 50 (2), 13-18, 2017
902017
On the numerical solution of the Sine–Gordon equation
MJ Ablowitz, BM Herbst, CM Schober
Journal of Computational Physics 131 (2), 354-367, 1997
801997
Numerical experience with the nonlinear Schrödinger equation
BM Herbst, JL Morris, AR Mitchell
Journal of Computational Physics 60 (2), 282-305, 1985
801985
Numerical chaos, roundoff errors, and homoclinic manifolds
MJ Ablowitz, C Schober, BM Herbst
Physical review letters 71 (17), 2683, 1993
761993
Estimating the pen trajectories of static signatures using hidden Markov models
EM Nel, JA Du Preez, BM Herbst
IEEE transactions on pattern analysis and machine intelligence 27 (11), 1733 …, 2005
722005
A moving Petrov‐Galerkin method for transport equations
BM Herbst, SW Schoomnbie, AR Mitchell
International Journal for Numerical Methods in Engineering 18 (9), 1321-1336, 1982
721982
Direct methods and symbolic software for conservation laws of nonlinear equations
W Hereman, PJ Adams, HL Eklund, MS Hickman, BM Herbst
arXiv preprint arXiv:0803.0083, 2008
692008
Computational chaos in the nonlinear Schrödinger equation without homoclinic crossings
MJ Ablowitz, BM Herbst, CM Schober
Physica A: Statistical Mechanics and its Applications 228 (1-4), 212-235, 1996
511996
Symplectic methods for the nonlinear Schrödinger equation
BM Herbst, F Varadi, MJ Ablowitz
Mathematics and Computers in simulation 37 (4-5), 353-369, 1994
481994
Numerical chaos, symplectic integrators, and exponentially small splitting distances
BM Herbst, MJ Ablowitz
Journal of Computational Physics 105 (1), 122-132, 1993
451993
Dubuc--Deslauriers Subdivision for Finite Sequences and Interpolation Wavelets on an Interval
JM De Villiers, KM Goosen, BM Herbst
SIAM Journal on Mathematical analysis 35 (2), 423-452, 2003
412003
Equidistributing principles in moving finite element methods
BM Herbst, SW Schoombie, AR Mitchell
Journal of computational and applied mathematics 9 (4), 377-389, 1983
381983
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