Georg Maierhofer

About Georg Maierhofer

Georg Maierhofer, With an exceptional h-index of 5 and a recent h-index of 5 (since 2020), a distinguished researcher at University of Cambridge, specializes in the field of numerical analysis, geometric integration, integral equations, partial differential equations.

His recent articles reflect a diverse array of research interests and contributions to the field:

Long-time error bounds of low-regularity integrators for nonlinear Schrödinger equations

An accelerated Levin-Clenshaw-Curtis method for the evaluation of highly oscillatory integrals

Numerical integration of Schrödinger maps via the Hasimoto transform

Recursive moment computation in Filon methods and application to high-frequency wave scattering in two dimensions

Symmetric resonance based integrators and forest formulae

An analysis of least-squares oversampled collocation methods for compactly perturbed boundary integral equations in two dimensions

Bridging the gap: symplecticity and low regularity on the example of the KdV equation

Convergence analysis of oversampled collocation boundary element methods in 2D

Georg Maierhofer Information

University

Position

___

Citations(all)

135

Citations(since 2020)

133

Cited By

31

hIndex(all)

5

hIndex(since 2020)

5

i10Index(all)

2

i10Index(since 2020)

2

Email

University Profile Page

Google Scholar

Georg Maierhofer Skills & Research Interests

numerical analysis

geometric integration

integral equations

partial differential equations

Top articles of Georg Maierhofer

Long-time error bounds of low-regularity integrators for nonlinear Schrödinger equations

Mathematics of Computation

2024

Yue Feng
Yue Feng

H-Index: 6

Georg Maierhofer
Georg Maierhofer

H-Index: 3

An accelerated Levin-Clenshaw-Curtis method for the evaluation of highly oscillatory integrals

arXiv preprint arXiv:2404.11448

2024/4/17

Arieh Iserles
Arieh Iserles

H-Index: 26

Georg Maierhofer
Georg Maierhofer

H-Index: 3

Numerical integration of Schrödinger maps via the Hasimoto transform

SIAM Journal on Numerical Analysis

2024/2/29

Georg Maierhofer
Georg Maierhofer

H-Index: 3

Recursive moment computation in Filon methods and application to high-frequency wave scattering in two dimensions

IMA Journal of Numerical Analysis

2023/11

Georg Maierhofer
Georg Maierhofer

H-Index: 3

N Peake
N Peake

H-Index: 19

Symmetric resonance based integrators and forest formulae

arXiv preprint arXiv:2305.16737

2023/5/26

Georg Maierhofer
Georg Maierhofer

H-Index: 3

An analysis of least-squares oversampled collocation methods for compactly perturbed boundary integral equations in two dimensions

Journal of Computational and Applied Mathematics

2022/12/15

Georg Maierhofer
Georg Maierhofer

H-Index: 3

Daan Huybrechs
Daan Huybrechs

H-Index: 17

Bridging the gap: symplecticity and low regularity on the example of the KdV equation

2022/12/1

Georg Maierhofer
Georg Maierhofer

H-Index: 3

Convergence analysis of oversampled collocation boundary element methods in 2D

Advances in Computational Mathematics

2022/4

Georg Maierhofer
Georg Maierhofer

H-Index: 3

Daan Huybrechs
Daan Huybrechs

H-Index: 17

Acoustic and hydrodynamic power of wave scattering by an infinite cascade of plates in mean flow

Journal of Sound and Vibration

2022/3/3

Georg Maierhofer
Georg Maierhofer

H-Index: 3

N Peake
N Peake

H-Index: 19

Analytical and numerical techniques for wave scattering

2022/2/16

Georg Maierhofer
Georg Maierhofer

H-Index: 3

Wave scattering by an infinite cascade of non-overlapping blades

Journal of Sound and Vibration

2020/9/1

Georg Maierhofer
Georg Maierhofer

H-Index: 3

N Peake
N Peake

H-Index: 19

Learning the sampling pattern for MRI

IEEE Transactions on Medical Imaging

2020/8/17

An extended Filon–Clenshaw–Curtis method for high-frequency wave scattering problems in two dimensions

arXiv preprint arXiv:2006.05551

2020

Georg Maierhofer
Georg Maierhofer

H-Index: 3

Arieh Iserles
Arieh Iserles

H-Index: 26

See List of Professors in Georg Maierhofer University(University of Cambridge)