Arieh Iserles

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Hairer ErnstProfessor of Mathematics, University of GenevaVerified email at unige.ch
Antonella Zanna Munthe-KaasProfessor in Numerical Analysis, University of BergenVerified email at math.uib.no
Alfredo DeañoDepartamento de Matemáticas, Universidad Carlos III de MadridVerified email at uc3m.es
Karolina KropielnickaUniversity of GdańskVerified email at mat.ug.edu.pl
Pranav SinghUniversity of BathVerified email at bath.ac.uk
Daan HuybrechsProfessor, KU LeuvenVerified email at kuleuven.be
Mari Paz CalvoIMUVA, Universidad de ValladolidVerified email at uva.es
JM Sanz-SernaUniversidad Carlos III de MadridVerified email at math.uc3m.es
Anthony BlochUniversity of MIchiganVerified email at umich.edu
Hermann BrunnerResearch Professor, Hong Kong Baptist UniversityVerified email at math.hkbu.edu.hk
Elena CelledoniProfessor of mathematics at the Norwegian University of Science and TechnologyVerified email at math.ntnu.no
Philipp BaderAssistant Professor (Universitat Jaume I)Verified email at uji.es
Marcus WebbUniversity of ManchesterVerified email at manchester.ac.uk
E. B. SaffProfessor of Mathematics, Vanderbilt UniversityVerified email at vanderbilt.edu
Albrecht BöttcherTU ChemnitzVerified email at math.tu-chemnitz.de
Andrew M StuartComputing + Mathematical Sciences, CaltechVerified email at caltech.edu
Bjorn EngquistProfessorVerified email at math.utexas.edu
Chris BuddProfessor of Mathematics, University of BathVerified email at bath.ac.uk
Sergio BlanesUniversidad Politécnica de ValenciaVerified email at imm.upv.es
G R QuispelLa Trobe UniversityVerified email at latrobe.edu.au

Arieh Iserles

Professor of Mathematics, University of Cambridge

Verified email at damtp.cam.ac.uk - Homepage

Numerical analysis differential equations


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Geometric numerical integration E Hairer, M Hochbruck, A Iserles, C Lubich Oberwolfach Reports 3 (1), 805-882, 2006	6601	2006
A first course in the numerical analysis of differential equations A Iserles Cambridge university press, 2009	2184	2009
Lie-group methods A Iserles, HZ Munthe-Kaas, SP Nørsett, A Zanna Acta numerica 9, 215-365, 2000	971	2000
On the generalized pantograph functional-differential equation A Iserles European Journal of Applied Mathematics 4 (1), 1-38, 1993	410	1993
Efficient quadrature of highly oscillatory integrals using derivatives A Iserles, SP Nørsett Proceedings of the Royal Society A: Mathematical, Physical and Engineering …, 2005	394	2005
On the solution of linear differential equations in Lie groups A Iserles, SP Nørsett Philosophical Transactions of the Royal Society of London. Series A …, 1999	358	1999
On polynomials orthogonal with respect to certain Sobolev inner products A Iserles, PE Koch, SP Nørsett, JM Sanz-Serna Journal of Approximation Theory 65 (2), 151-175, 1991	262	1991
On quadrature methods for highly oscillatory integrals and their implementation A Iserles, SP Nørsett BIT Numerical Mathematics 44, 755-772, 2004	225	2004
On the numerical quadrature of highly‐oscillating integrals I: Fourier transforms A Iserles IMA Journal of Numerical Analysis 24 (3), 365-391, 2004	190	2004
Geometric integration: numerical solution of differential equations on manifolds CJ Budd, A Iserles Philosophical Transactions of the Royal Society of London. Series A …, 1999	172	1999
Numerical solution of isospectral flows M Calvo, A Iserles, A Zanna Mathematics of computation 66 (220), 1461-1486, 1997	160	1997
Generalized leapfrog methods A Iserles IMA Journal of Numerical Analysis 6 (4), 381-392, 1986	151	1986
Stability of the discretized pantograph differential equation M Buhmann, A Iserles Mathematics of Computation 60 (202), 575-589, 1993	146	1993
On the implementation of the method of Magnus series for linear differential equations A Iserles, A Marthinsen, SP Nørsett BIT Numerical Mathematics 39, 281-304, 1999	140	1999
On the theory of parallel Runge—Kutta methods A Iserles, SP Nørsett IMA Journal of numerical Analysis 10 (4), 463-488, 1990	135	1990
The pantograph equation in the complex plane G Derfel, A Iserles Journal of Mathematical Analysis and Applications 213 (1), 117-132, 1997	131	1997
On the global error of discretization methods for highly-oscillatory ordinary differential equations A Iserles BIT Numerical Mathematics 42 (3), 561-599, 2002	122	2002
Approximating the exponential from a Lie algebra to a Lie group E Celledoni, A Iserles Mathematics of Computation 69 (232), 1457-1480, 2000	122	2000
Arbitrary-order trigonometric Fourier collocation methods for multi-frequency oscillatory systems B Wang, A Iserles, X Wu Foundations of Computational Mathematics 16, 151-181, 2016	121	2016
Methods for the approximation of the matrix exponential in a Lie‐algebraic setting E Celledoni, A Iserles IMA Journal of Numerical Analysis 21 (2), 463-488, 2001	117	2001

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