Awad H. Al-Mohy
Awad H. Al-Mohy
Associate Prof., Dept. of Math, King Khalid University, KSA
Verified email at kku.edu.sa
Title
Cited by
Cited by
Year
Computing the action of the matrix exponential, with an application to exponential integrators
AH Al-Mohy, NJ Higham
SIAM journal on scientific computing 33 (2), 488-511, 2011
3312011
A new scaling and squaring algorithm for the matrix exponential
AH Al-Mohy, NJ Higham
SIAM Journal on Matrix Analysis and Applications 31 (3), 970-989, 2010
2222010
Computing matrix functions
NJ Higham, AH Al-Mohy
Acta Numerica 19, 159-208, 2010
892010
Improved inverse scaling and squaring algorithms for the matrix logarithm
AH Al-Mohy, NJ Higham
SIAM Journal on Scientific Computing 34 (4), C153-C169, 2012
662012
Computing the Fréchet derivative of the matrix exponential, with an application to condition number estimation
AH Al-Mohy, NJ Higham
SIAM Journal on Matrix Analysis and Applications 30 (4), 1639-1657, 2009
662009
The complex step approximation to the Fréchet derivative of a matrix function
AH Al-Mohy, NJ Higham
Numerical Algorithms 53 (1), 133, 2010
532010
Computing the Fréchet derivative of the matrix logarithm and estimating the condition number
AH Al-Mohy, NJ Higham, SD Relton
SIAM Journal on Scientific Computing 35 (4), C394-C410, 2013
522013
New algorithms for computing the matrix sine and cosine separately or simultaneously
AH Al-Mohy, NJ Higham, SD Relton
SIAM Journal on Scientific Computing 37 (1), A456-A487, 2015
322015
A more accurate Briggs method for the logarithm
AH Al-Mohy
Numerical Algorithms 59 (3), 393-402, 2012
102012
A truncated Taylor series algorithm for computing the action of trigonometric and hyperbolic matrix functions
AH Al-Mohy
SIAM Journal on Scientific Computing 40 (3), A1696-A1713, 2018
42018
Computing the Fréchet derivative of the matrix logarithm and estimating the condition number
AH Al-Mohy, NJ Higham, SD Relton
Manchester Institute for Mathematical Sciences, University of Manchester, 2012
32012
Algorithms for the Matrix Exponential and its Fr\'echet Derivative
AH Al-Mohy
University of Manchester, 2010
32010
A new algorithm for computing the actions of trigonometric and hyperbolic matrix functions
AH Al-Mohy
arXiv preprint arXiv:1708.08360, 2017
22017
The complex step approximation to the higher order Fréchet derivatives of a matrix function
AH Al-Mohy, B Arslan
Numerical Algorithms, 1-14, 2020
2020
An efficient bound for the condition number of the matrix exponential
AH Al-Mohy
Journal of Taibah University for Science 11 (2), 280-289, 2017
2017
An Algorithm to Compute the Matrix Logarithm and its Fréchet Derivative for use in Condition Number Estimation
A Al-Mohy, NJ Higham, S Relton
Matrix, 2012
2012
An Improved Algorithm for the Matrix Logarithm
AH Al-Mohy, NJ Higham
Householder Symposium XVIII on Numerical Linear Algebra, 7, 2011
2011
ADVANCES IN NUMERICAL ALGORITHMS FOR MATRIX FUNCTIONS
AH AL-MOHY, NJ HIGHAM
Matrix 31 (3), 970-989, 2009
2009
Numerical Range of a Matrix
A Al-Mohy
Southern Illinois University Carbondale, 2005
2005
Cai, Xiao-Chuan, 45 Calvin, Christophe, 50
J Abderramán Marrero, PA Absil, E Acar, E Agullo, K Ahuja, A Aidoo, ...
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