Arieh Iserles | Academic Influence

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Arieh Iserles

Mathematics

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Measure Theory

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Mathematics

Arieh Iserles's Degrees

PhD Mathematics University of Oxford

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According to Wikipedia, Arieh Iserles is a computational mathematician, currently Professor of the Numerical Analysis of Differential Equations at the University of Cambridge and a member of the Department of Applied Mathematics and Theoretical Physics.

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Arieh Iserles's Published Works

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Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

A First Course in the Numerical Analysis of Differential Equations: Gaussian elimination for sparse linear equations (2008) (413)
Lie-group methods (2000) (389)
Efficient quadrature of highly oscillatory integrals using derivatives (2005) (355)
On the solution of linear differential equations in Lie groups (1999) (310)
On the generalized pantograph functional-differential equation (1993) (285)
Numerical recipes in C—the art of scientific computing , by W. H. Press, B. P. Flannery, S. A. Teukolsky and W. T. Vetterling. Pp 735. £27·50. 1988. ISBN 0-521-35465-X (Cambridge University Press) (1989) (265)
A First Course in the Numerical Analysis of Differential Equations: Stiff equations (2008) (245)
A First Course in the Numerical Analysis of Differential Equations: Preface to the second edition (1996) (238)
On Quadrature Methods for Highly Oscillatory Integrals and Their Implementation (2004) (213)
On polynomials orthogonal with respect to certain Sobolev inner products (1991) (181)
On the numerical quadrature of highly‐oscillating integrals I: Fourier transforms (2004) (162)
On the Foundations of Computational Mathematics (2001) (146)
Numerical Solution of Differential Equations (1981) (143)
Geometric integration: numerical solution of differential equations on manifolds (1999) (141)
Numerical solution of isospectral flows (1997) (139)
Arbitrary-Order Trigonometric Fourier Collocation Methods for Multi-Frequency Oscillatory Systems (2016) (127)
Stability of the discretized pantograph differential equation (1993) (119)
Generalized Leapfrog Methods (1986) (106)
On the Global Error of Discretization Methods for Highly-Oscillatory Ordinary Differential Equations (2002) (102)
Topology for Computing (Cambridge Monographs on Applied and Computational Mathematics) (2005) (101)
The Pantograph Equation in the Complex Plane (1997) (100)
Approximating the exponential from a Lie algebra to a Lie group (2000) (99)
On the Implementation of the Method of Magnus Series for Linear Differential Equations (1999) (98)
On the numerical quadrature of highly-oscillating integrals II: Irregular oscillators (2005) (97)
On the Theory of Parallel Runge—Kutta Methods (1990) (95)
Methods for the approximation of the matrix exponential in a Lie‐algebraic setting (1999) (93)
On Neutral Functional)Differential Equations with Proportional Delays (1997) (86)
From high oscillation to rapid approximation I: Modified Fourier expansions (2008) (79)
Stability and Dynamics of Numerical Methods for Nonlinear Ordinary Differential Equations (1990) (79)
Highly Oscillatory Quadrature: The Story soFar (2006) (78)
Quadrature methods for multivariate highly oscillatory integrals using derivatives (2006) (75)
THE OPTIMAL ACCURACY OF DIFFERENCE SCHEMES (1983) (74)
Geometry and Topology for Mesh Generation (Cambridge Monographs on Applied and Computational Mathematics) (2006) (72)
A First Course in the Numerical Analysis of Differential Equations: The diffusion equation (2008) (71)
Highly Oscillatory Problems (2009) (70)
Solving linear ordinary differential equations by exponentials of iterated commutators (1984) (69)
Explicit Magnus expansions for nonlinear equations (2006) (67)
The dynamics of numerics and the numerics of dynamics (1992) (60)
On Cayley-Transform Methods for the Discretization of Lie-Group Equations (2001) (59)
A unified approach to spurious solutions introduced by time discretization. Part I: basic theory (1991) (56)
Exact and discretized stability of the pantograph equation (1997) (55)
Time symmetry and high-order Magnus methods (2001) (52)
Effective Approximation for the Semiclassical Schrödinger Equation (2014) (49)
Preserving algebraic invariants with Runge-Kutta methods (2000) (48)
On Pantograph Integro-Differential Equations (1994) (48)
Stability and Asymptotic Stability of Functional‐Differential Equations (1995) (47)
Spirals: From Theodorus to Chaos (1993) (47)
How Large is the Exponential of a Banded Matrix (1999) (45)
On the dynamics of a discretized neutral equation (1992) (45)
Symmetric and arbitrarily high-order Birkhoff-Hermite time integrators and their long-time behaviour for solving nonlinear Klein-Gordon equations (2018) (45)
B-SERIES METHODS CANNOT BE VOLUME-PRESERVING (2007) (44)
Efficient Computation of the Matrix Exponential by Generalized Polar Decompositions (2004) (44)
Computing highly oscillatory integrals (2017) (43)
Equilibria of Runge-Kutta methods (1990) (42)
On second-order differential equations with highly oscillatory forcing terms (2010) (41)
From high oscillation to rapid approximation III: multivariate expansions (2009) (41)
ON HIGHLY OSCILLATORY PROBLEMS ARISING IN ELECTRONIC ENGINEERING (2009) (41)
Orthogonality and approximation in a Sobolev space (1990) (40)
On the theory of biorthogonal polynomials (1988) (39)
On the Method of Neumann Series for Highly Oscillatory Equations (2004) (39)
On nonlinear delay differential equations (1994) (35)
A fast and simple algorithm for the computation of Legendre coefficients (2011) (33)
Reconstruction algorithm for single photon emission computed tomography and its numerical implementation (2006) (33)
First course in numerical solution of differential equations (1996) (32)
The computation of the spectra of highly oscillatory Fredholm integral operators (2011) (31)
The spectral problem for a class of highly oscillatory Fredholm integral operators (2010) (31)
Efficient methods for linear Schrödinger equation in the semiclassical regime with time-dependent potential (2016) (30)
From high oscillation to rapid approximation IV: accelerating convergence (2011) (30)
on The state of the art in numerical analysis (1987) (29)
Zeros of expansions in orthogonal polynomials (1989) (29)
Order Stars and a Saturation Theorem for First-order Hyperbolics (1982) (28)
On transformations and zeros of polynomials (1991) (28)
Expansions That Grow on Trees (1999) (28)
Runge–Kutta Methods for Neutral Differential Equations (1993) (28)
Embedding of Delay Equations into an Infinite-Dimensional ODE System (1995) (28)
On an Isospectral Lie–Poisson System and Its Lie Algebra (2006) (28)
Runge-Kutta methods for orthogonal and isospectral flows (1996) (27)
On systems of differential equations with extrinsic oscillation (2010) (27)
On the computation of highly oscillatory multivariate integrals with stationary points (2006) (26)
A First Course in the Numerical Analysis of Differential Equations: Ordinary differential equations (2008) (26)
The State of the art in numerical analysis : proceedings of the Joint IMA/SIAM Conference on the State of the Art in Numerical Analysis held at the University of Birmingham, 14-18 April 1986 (1988) (24)
Explicit adaptive symplectic integrators for solving Hamiltonian systems (2012) (23)
Integro-differential Equations and Generalized Hypergeometric Functions☆ (1997) (23)
Zeros of transformed polynomials (1990) (23)
Asymptotic expansion and quadrature of composite highly oscillatory integrals (2010) (22)
On the singular values and eigenvalues of the Fox–Li and related operators (2010) (22)
On the Discretization of Double-Bracket Flows (2002) (21)
On numerical methods for highly oscillatory problems in circuit simulation (2009) (21)
On orthogonal polynomials transformed by the QR algorithm (1992) (20)
On the A-Acceptability of Rational Approximations that Interpolate the Exponential Function (1981) (19)
Approximation theory and optimization - tributes to M. J. D. Powell (2009) (19)
Effective approximation for the linear time-dependent Schrödinger equation (2012) (18)
The asymptotic behaviour of certain difference equations with proportional delays (1994) (18)
Magnus-Lanczos Methods with Simplified Commutators for the Schrödinger Equation with a Time-Dependent Potential (2018) (17)
Spectral theory of large Wiener–Hopf operators with complex-symmetric kernels and rational symbols (2011) (17)
On Rapid Computation of Expansions in Ultraspherical Polynomials (2012) (16)
A Class of Integrable Flows on the Space of Symmetric Matrices (2009) (16)
Composite exponential approximations (1982) (16)
Unified approach to spurious solutions introduced by time discretization Part II: BDF-like methods (1992) (16)
Global Bounds on Numerical Error for Ordinary Differential Equations (1993) (16)
Multistep methods on manifolds (2001) (16)
A generalization of Filon–Clenshaw–Curtis quadrature for highly oscillatory integrals (2017) (15)
Numerical methods on (and off) manifolds (1997) (15)
Orthogonal Systems with a Skew-Symmetric Differentiation Matrix (2019) (15)
From high oscillation to rapid approximation II: Expansions in polyharmonic eigenfunctions (2006) (14)
A Family of Orthogonal Rational Functions and Other Orthogonal Systems with a skew-Hermitian Differentiation Matrix (2019) (14)
Runge-Kutta methods for quadratic ordinary differential equations (1998) (14)
Rational Interpolation to $\exp ( - x)$ with Application to Certain Stiff Systems (1981) (14)
Commutators of Skew-Symmetric Matrices (2005) (13)
Conservative methods for the Toda lattice equations (1999) (13)
Two-step methods and bi-orthogonality (1987) (13)
Error analysis of the extended Filon-type method for highly oscillatory integrals (2017) (13)
Remarks of the behaviour of zeros of best approximating polynomials and rational functions (1987) (12)
On skew-symmetric differentiation matrices (2014) (12)
Composite Methods for Numerical Solution of Stiff Systems of ODE's (1984) (12)
From high oscillation to rapid approximation V: the equilateral triangle (2011) (12)
On the numerical analysis of rapid oscillation (2007) (11)
Complexity Theory for Lie-Group Solvers (2002) (11)
University of Cambridge Qualitative Numerical Analysis of Ordinary Diierential Equations (1995) (11)
Numerical Stability in the Presence of Variable Coefficients (2016) (11)
Bi-orthogonality and zeros of transformed polynomials (1987) (11)
Approximately preserving symmetries in the numerical integration of ordinary differential equations (1999) (11)
A proof of the first dahlquist barrier by order stars (1984) (11)
Why Geometric Numerical Integration (2018) (11)
On Approximation by Exponentials (1997) (11)
Quadrature methods for stiff ordinary differential systems (1981) (11)
Order stars and rational approximants to exp( z ) (1989) (10)
Solving Schrödinger equation in semiclassical regime with highly oscillatory time-dependent potentials (2019) (10)
On the Generalized Pad Approximations to the Exponential Function (1979) (10)
First-order Trace Formulae for the Iterates of the Fox–Li Operator (2012) (10)
Matrix computations (2nd edition) , by G. H. Golub and C. F. Van Loan. Pp 642. £38. 1989. ISBN 0-8018-3772-3 (John Hopkins Press) (1990) (10)
Bi-orthogonal polynomials (1985) (10)
$A$-stability and dominating pairs (1978) (10)
Christoffel-Darboux-type formulae and a recurrence for biorthogonal polynomials (1989) (10)
A First Course in the Numerical Analysis of Differential Equations: Multigrid techniques (1996) (10)
On the optimality of double-bracket flows (2004) (10)
A note on Padé approximations and generalized hypergeometric functions (1979) (9)
Newton's method and some complexity aspects of the zero-finding problem (2001) (9)
Compact schemes for laser-matter interaction in Schrödinger equation based on effective splittings of Magnus expansion (2019) (9)
Group Theory and Numerical Analysis (2005) (9)
Barriers to Stability (1983) (9)
Simulation of stochastic processes and applications (2001) (9)
A First Course in the Numerical Analysis of Differential Equations: Fast Poisson solvers (2008) (9)
Magnus expansions and beyond (2008) (9)
A Class of Integrable Geodesic Flows on the Symplectic Group and the Symmetric Matrices (2005) (9)
A First Course in the Numerical Analysis of Differential Equations: Hyperbolic equations (2008) (9)
ON THE COMPUTATION OF HIGHLY OSCILLATORY MULTIVARIATE INTEGRALS WITH CRITICAL POINTS (2005) (9)
The Unified Method in Polygonal Domains via the Explicit Fourier Transform of Legendre Polynomials (2013) (9)
Stability and Accuracy of Semi-discretized Finite Difference Methods (1984) (9)
Semi-explicit methods for isospectral flows (2001) (9)
EFFICIENT RUNGE–KUTTA METHODS FOR HAMILTONIAN EQUATIONS (1993) (9)
Nonlinear Stability and Asymptotics of O.D.E. Solvers (1988) (9)
On the discretisation of the semiclassical Schrödinger equation with time-dependent potential (2015) (8)
From high oscillation to rapid approximation II: expansions in Birkhoff series (2012) (8)
Applications of Magnus expansions and pseudospectra to Markov processes (2018) (8)
Bi-orthogonality in rational approximation (1987) (8)
approximation for the linear time-dependent Schrodinger equation (2012) (8)
Order Stars (2020) (8)
Beyond the Classical Theory of Computational Ordinary Diierential Equations (1996) (8)
Differential equations with general highly oscillatory forcing terms (2014) (8)
The Fox-Li operator as a test and a spur for Wiener-Hopf theory (2012) (7)
On the Dimension of Certain Graded Lie Algebras Arising in Geometric Integration of Differential Equations (2000) (7)
Efficient computation of delay differential equations with highly oscillatory terms (2012) (7)
Insight , not just numbers (1997) (7)
Order Stars, Approximations and Finite Differences I. The General Theory of Order Stars (1985) (7)
Linear ODEs in Lie groups (1997) (7)
Spectral computation of highly oscillatory integral equations in laser theory (2019) (6)
Numerical solution of Sturm–Liouville problems via Fer streamers (2015) (6)
Complex Dynamics of Convergence Acceleration (1991) (6)
Asymptotic solvers for oscillatory systems of differential equations (2011) (6)
Asymptotic solvers for ordinary differential equations with multiple frequencies (2015) (6)
A Magnus expansion for the equation . . (2000) (6)
Positivity-preserving methods for population models (2021) (5)
Order Stars, Approximations and Finite Differences. III Finite Differences for $u_t = \omega u_{xx} $ (1985) (5)
From orthogonal polynomials on the unit circle to functional equations via generating functions (2015) (5)
An Adaptive Filon Algorithm for Highly Oscillatory Integrals (2018) (5)
Functional fitting–new family of schemes for integration of stiff O.D.E (1977) (5)
ON ASYMPTOTIC-NUMERICAL SOLVERS FOR DIFFERENTIAL EQUATIONS WITH HIGHLY OSCILLATORY FORCING TERMS (2009) (5)
Generalized order star theory (1981) (5)
The kissing polynomials and their Hankel determinants (2015) (5)
Approximation of wave packets on the real line (2021) (5)
A First Course in the Numerical Analysis of Differential Equations: Nonlinear algebraic systems (2008) (4)
University of Cambridge Runge{kutta Methods for Orthogonal and Isospectral Ows (2007) (4)
Order Stars, Approximations and Finite Differences II. Theorems in Approximation Theory (1985) (4)
A Differential Analogue of Favard's Theorem (2020) (4)
A First Course in the Numerical Analysis of Differential Equations: Bluffer's guide to useful mathematics (2008) (4)
University of Cambridge Numerical Analysis Reports on the Solution of Linear Diierential Equations in Lie Groups on the Solution of Linear Diierential Equations in Lie Groups (1997) (4)
Parallel Computational Fluid Dynamics: Implementation and Results. Edited by H. D. SIMON. The MIT Press, 1992. 345 pp. £40.50. (1993) (4)
Dirichlet series for dynamical systems of first-order ordinary differential equations (2013) (4)
Positivity-preserving methods for ordinary differential equations (2022) (4)
University of Cambridge Numerical Solution of Isospectral Ows (2007) (4)
On zeros of Hankel determinants with iterated polynomial entries (1992) (4)
HIGHLY OSCILLATORY DIFFUSION-TYPE EQUATIONS * (2013) (4)
Approximation by spline functions , by G. Nürnberger Pp 243. DM74. 1989. ISBN 3-540- 51618-2 (Springer) (1991) (4)
Reconstruction Algorithms for Positron Emission Tomography and Single Photon Emission Computed Tomography and their Numerical Implementation (2004) (4)
The Joy and Pain of Skew Symmetry (2016) (3)
On theA-stability of implicit Runge-Kutta processes (1978) (3)
Asymptotic solvers for second-order differential equation systems with multiple frequencies (2014) (3)
Aspects of generalized double-bracket flows (2005) (3)
Why geometric integration (2016) (3)
Error control of rational approximations to the exponential function (1986) (3)
Geometry, Symmetry and Mechanics, I (2001) (3)
Solving the wave equation with multifrequency oscillations (2019) (3)
Two-step numerical methods for parabolic differential equations (1981) (3)
Magnus expansions and pseudospectra of Master Equations (2017) (3)
A scalpel, not a sledgehammer: qualitative approach to numerical mathematics (1996) (3)
On the A-Acceptability of Padé Approximations (1979) (3)
An extended Filon-Clenshaw-Curtis method for high-frequency wave scattering problems in two dimensions (2020) (2)
Commutator-free Magnus – Lanczos methods for the linear Schrödinger equation (2017) (2)
Banded, stable, skew-symmetric differentiation matrices of high order (2016) (2)
On asymptotic expansion solvers for highly oscillatory semi-explicit DAEs (2016) (2)
University of Cambridge Lie Groups and the Computation of Invariants (1998) (2)
Recursive moment computation in Filon methods and application to high-frequency wave scattering in two dimensions (2020) (2)
Rational Approximations to the Exponential Function with Two Complex Conjugate Interpolation Points (1985) (2)
Multistep Discretization of Linear Hyperbolic Equations (1986) (2)
Simulation of bimolecular reactions: Numerical challenges with the graph Laplacian (2020) (2)
Highly Oscillatory Quadrature and Its Applications (2005) (2)
Explicit adaptive symplectic integrators for solving Hamiltonian systems (2012) (2)
On Multivalued Exponential Approximations (1981) (2)
Compact schemes for laser-matter interaction in Schr\"odinger equation (2018) (2)
Editorial (1983) (2)
A Class of Integrable Geodsic Flows on the Symplectic Group (2005) (2)
Rational approximants and numerical methods for initial-value problems (1992) (2)
Frequency Fitting of Rational Approximations to the Exponential Function (1983) (2)
Chapter 3: Filon and Levin methods (2017) (1)
From Schro¨dinger spectra to orthogonal polynomials via a functional equation (1993) (1)
Solving the linear semiclassical Schrödinger equation on the real line (2021) (1)
A Brief Introduction to Lie-group Methods 1.1 Example 1: an Orthogonal Ow Consider the Matrix-valued Diierential System (2001) (1)
University of Cambridge Semi-explicit Methods for Isospectral Ows Semi-explicit Methods for Isospectral Ows (2007) (1)
A First Course in the Numerical Analysis of Differential Equations: Multistep methods (2008) (1)
A First Course in the Numerical Analysis of Differential Equations: Euler's method and beyond (2008) (1)
On a Curious q -Hypergeometric Identity (2012) (1)
On expansions in orthogonal polynomials (2013) (1)
The Joy and Pain of Skew Symmetry (2016) (1)
Explicit representations of biorthogonal polynomials (1994) (1)
A-acceptability of derivatives of rational approximations to EXP(Z) (1985) (1)
A First Course in the Numerical Analysis of Differential Equations: Error control (2008) (1)
Optimality of double bracket and generalized double bracket flows (2003) (1)
Numerical solution of partial differential equations: finite difference methods (3rd edition ), by G. D. Smith. Pp 337. £20·00 (hardback), £10·95 (paperback). 1985. ISBN 0-19-859641-3/859650-2 (Oxford University Press) (1986) (1)
Magnus-Zassenhaus methods for the semiclassical Schrödinger equation with oscillatory time-dependent potentials (2018) (1)
Numerical analysis in Lie groups (2001) (1)
Numerical analysis in Lie groups (2001) (1)
A First Course in the Numerical Analysis of Differential Equations: Finite difference schemes (2008) (1)
Isospectral Flows and The Toeplitz Inverse Eigenvalue Problem (2013) (1)
Biorthogonal polynomials: Recent developments (1996) (1)
Convergence acceleration as a dynamical system (1992) (1)
A constructive approach to the Schro¨der equation (1993) (1)
Asymptotic solvers for second-order differential equation systems with multiple frequencies (2013) (0)
A Family of Orthogonal Rational Functions and Other Orthogonal Systems with a skew-Hermitian Differentiation Matrix (2020) (0)
Ordinary Differential Equations (2008) (0)
Principles of Numerical Calculations (2008) (0)
A-acceptability barriers (1991) (0)
MAGNUS EXPANSIONS AND PSEUDOSPECTRA OF MASTER (2017) (0)
On Adjusting Parameters in HomotopyMethods for Linear Programming (1997) (0)
Applications of Radial Basis Functions: Sobolev-Orthogonal Functions, Radial Basis Functions and Spectral Methods (2001) (0)
Orthogonal systems for time-dependent spectral methods (2023) (0)
University of Cambridge on Approximation by Exponentials (2007) (0)
Simulation of nonlinear systems subject to modulated chirp signals (2015) (0)
STABILITY OF THE DISCRETIZED PANTOGRAPH (2010) (0)
Lie-group methods in geometric numerical integration (2008) (0)
The Poisson equation (2008) (0)
Fast computation of an expansion into Hermite functions (2016) (0)
Simulation technique for RF oscillators (2011) (0)
Orthogonal Polynomials, Special Functions and Applications (2017) (0)
Numerical Stability in the Presence of Variable Coefficients (2015) (0)
N A ] 2 3 M ay 2 01 8 Compact schemes for laser-matter interaction in Schrödinger equation (2018) (0)
Asymptotic solvers for ordinary differential equations with multiple frequencies (2015) (0)
Change of editorship (2005) (0)
Order stars, contractivity and a pick-type theorem (1984) (0)
Efficient methods for time-dependence in semiclassical Schr\"odinger equations (2016) (0)
A First Course in the Numerical Analysis of Differential Equations: Flowchart of contents (2008) (0)
Editorial: Why Transactions of Mathematics and its Applications? (2017) (0)
Mathematics of Information – The Second Industrial Revolution (2013) (0)
A complex beauty (2006) (0)
Rational Approximants to the Exponential (1991) (0)
Arbitrary-Order Trigonometric Fourier Collocation Methods for Multi-Frequency Oscillatory Systems (2015) (0)
Efficient Two-Step Numerical Methods for Parabolic Differential Equations (1981) (0)
University of Cambridge Complexity Theory for Lie-group Solvers Complexity Theory for Lie-group Solvers (1999) (0)
On the singular values of the Fox – Li operator (2009) (0)
A First Course in the Numerical Analysis of Differential Equations: Spectral methods (2008) (0)
A First Course in the Numerical Analysis of Differential Equations: The finite element method (2008) (0)
Computing Highly Oscillatory Integrals: the Full Story (2016) (0)
Time-domain modelling of interconnects with highly oscillatory sources (2017) (0)
Simulation of MEMRISTORS in the presence of a high-frequency forcing function (2012) (0)
Symmetric and arbitrarily high-order time-stepping methods for solving nonlinear Klein–Gordon equations (2016) (0)
Numerical solution of Sturm–Liouville problems via Fer streamers (2014) (0)
A generalization of Filon–Clenshaw–Curtis quadrature for highly oscillatory integrals (2017) (0)
Chapter 6: Complex-valued Gaussian quadrature (2017) (0)
A First Course in the Numerical Analysis of Differential Equations: Geometric numerical integration (2008) (0)
Michael J. D. Powell, an obituary note (2017) (0)
General Order Stars (1991) (0)
A First Course in the Numerical Analysis of Differential Equations: Runge–Kutta methods (2008) (0)
Mathematics of Information (2013) (0)
Chapter 2: Asymptotic theory of highly oscillatory integrals (2017) (0)
Computing the Schrodinger equation with no fear of commutators (2013) (0)
Harmonic map flows and image processing (2001) (0)
On expansions in orthogonal polynomials (2011) (0)
Optimal acceleration of convergence (2001) (0)
On the Spectra of Certain Matrices Generated by Involutory Automorphisms (2004) (0)
A First Course in the Numerical Analysis of Differential Equations: Classical iterative methods for sparse linear equations (2008) (0)
NUMERICAL OF ISOSPECTRAL FLOWS (1997) (0)
Mathematics for large scale computing , edited by J. C. Diaz. Pp 368. $102. 1989. ISBN 0-8247-8122-8 (Marcel Dekker) (1990) (0)
Biorthogonal polynomials and zero-mapping transformations (1994) (0)
Chapter 8: Variations on the highly oscillatory theme (2017) (0)
C A ] 1 4 D ec 2 02 0 A Differential Analogue of Favard ’ s Theorem (2021) (0)
Effective Approximation for the Semiclassical Schrödinger Equation (2014) (0)
Error control of rational approximation with a matrix argument (1987) (0)
Chapter 7: A highly oscillatory olympics (2017) (0)
University of Cambridge Multistep Methods on Manifolds (1997) (0)
A First Course in the Numerical Analysis of Differential Equations: Conjugate gradients (2008) (0)
A-acceptable exponentially fitted combinations of three Padé approximations (1978) (0)
Chapter 7: Numerical Methods for Elliptic Problems (2014) (0)
Philosophical Transactions of the Royal Society of London. Series A: Mathematical, Physical and Engineering Sciences: 357 (1754) (1999) (0)
University of Cambridge Conservative Methods for the Toda Lattice Equations Conservative Methods for the Toda Lattice Equations (1996) (0)
On the Approximation of Spectra and Pseudospectra of Linear Operators on Hilbert Spaces (2007) (0)
A constructive approach to the Schriider equation (1993) (0)
Chapter 5: Numerical steepest descent (2017) (0)
Computational methods in Viscous Aerodynamics. Edited by T. K. S. Murthy and C. A. BREBBIA. Elsevier, 1990. 370 pp. $133.25 or Dfl. 260. (1992) (0)
Numerical Analysis (2012) (0)
Computational Fluid Dynamics Review 1995. Edited by M. Hafez & K. Oshima. Wiley, 1995. 932 pp. ISBN 0-471-95589-2. £125. (1997) (0)
Numerical solution of differential equations (2nd edition), by M. K. Jain. Pp 698. £17·95. 1984. ISBN 0-85226-432-1 (Wiley Eastern) (1985) (0)
Highly Oscillatory Problems: Preface (2009) (0)
Sobolev‐orthogonal systems with tridiagonal skew‐Hermitian differentiation matrices (2022) (0)
Real-time numerical solution to Duncan-Mortensen-Zakai equation (2001) (0)
Error analysis of the extended Filon-type method for highly oscillatory integrals (2017) (0)
Order stars and the structure of Padé tableaux (1984) (0)
Linear differential equations with several unbounded delays (2012) (0)
Banded, skew-symmetric differentiation matrices of high order (2017) (0)
Chapter 4: Extended Filon method (2017) (0)
The advection equation (1991) (0)

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