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Gravitational waves and the Sagnac effect

Classical and quantum gravity, 2020-03, Vol.37 (5), p.5

Frauendiener, J

2020

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The non-linear perturbation of a black hole by gravitational waves. II. Quasinormal modes and the compactification problem

Classical and quantum gravity, 2023-06, Vol.40 (12), p.125006

2023

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The non-linear perturbation of a black hole by gravitational waves. I. The Bondi–Sachs mass loss

Classical and quantum gravity, 2021-10, Vol.38 (19), p.194002

2021

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The non-linear perturbation of a black hole by gravitational waves. III. Newman–Penrose constants

Classical and quantum gravity, 2024-03, Vol.41 (6), p.65005

2024

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Asymptotically flat vacuum initial data sets from a modified parabolic-hyperbolic formulation of the Einstein vacuum constraint equations

Physical review. D, 2020-04, Vol.101 (8), Article 084013

2020

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Numerical construction of initial data sets of binary black hole type using a parabolic-hyperbolic formulation of the vacuum constraint equations

Classical and quantum gravity, 2019-09, Vol.36 (17), p.175005

2019

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Asymptotics of solutions of a hyperbolic formulation of the constraint equations

Classical and quantum gravity, 2017-10, Vol.34 (20), p.205014

2017

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Criticality of inhomogeneous Nariai-like cosmological models

Physical review. D, 2017-04, Vol.95 (8), Article 084030

2017

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Gravitational waves and the Sagnac effectThis paper is dedicated to the memory of my late father Werner Frauendiener

Classical and quantum gravity, 2020-02, Vol.37 (5)

Frauendiener, J

2020

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The Conformal Structure of Space-Time: Geometry, Analysis, Numerics

2002

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A completely covariant approach to transformation optics

Journal of optics (2010), 2011-02, Vol.13 (2), p.024008

2011

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On the Penrose inequality

Physical review letters, 2001-09, Vol.87 (10), p.101101-101101, Article 101101

Frauendiener, J

2001

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A note on the relativistic Euler equations

Classical and quantum gravity, 2003-07, Vol.20 (14), p.L193-L196

Frauendiener, Jörg

2003

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Algebraic stability analysis of constraint propagation

Classical and quantum gravity, 2005-05, Vol.22 (9), p.1769-1793

2005

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Numerical solutions of Einstein’s equations for cosmological spacetimes with spatial topology S 3 and symmetry group U(1)

Physical review. D, 2016-02, Vol.93 (4), Article 043009

2016

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Hyperelliptic theta-functions and spectral methods

Journal of computational and applied mathematics, 2004-05, Vol.167 (1), p.193-218

2004

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Numerical solutions of Einstein's equations for cosmological spacetimes with spatial topology [math dbl-struck S] super(3) and symmetry group U(1)

Physical review. D, 2016-02, Vol.93 (4)

2016

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Ripples in the fabric of space-time

Papers and proceedings of the Royal Society of Tasmania, 2016, Vol.150 (1), p.9-14

Frauendiener, J

2016

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A model for linear dragging

Classical and quantum gravity, 2005-11, Vol.22 (22), p.4743-4761, Article 4743

2005

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Corrigendum: A note on the post-Newtonian limit of quasi-local energy expressions

Classical and quantum gravity, 2012-03, Vol.29 (6), p.69501

2012

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Note on the memory effect

Classical and quantum gravity, 1992-06, Vol.9 (6), p.1639-1641

Frauendiener, J

1992

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Effect of Wind Stress on the Dynamics and Stability of Nonisothermal Power-Law Film down an Inclined Plane

ISRN mathematical physics, 2012-01, Vol.2012 (2012), p.1-31

2012

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Hyperelliptic Theta-Functions and Spectral Methods: KdV and KP Solutions

Letters in mathematical physics, 2006-05, Vol.76 (2-3), p.249-267

2006

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Geometric description of energy-momentum pseudotensors

Classical and quantum gravity, 1989-12, Vol.6 (12), p.L237-L241

Frauendiener, J

1989

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Preface: Ann. Phys. 1-2/2006

Annalen der Physik, 2006-01, Vol.15 (1-2), p.3-3

Frauendiener, J.

2006

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Gravitational waves and the Sagnac effect

The non-linear perturbation of a black hole by gravitational waves. II. Quasinormal modes and the compactification problem

The non-linear perturbation of a black hole by gravitational waves. I. The Bondi–Sachs mass loss

The non-linear perturbation of a black hole by gravitational waves. III. Newman–Penrose constants

Asymptotically flat vacuum initial data sets from a modified parabolic-hyperbolic formulation of the Einstein vacuum constraint equations

Numerical construction of initial data sets of binary black hole type using a parabolic-hyperbolic formulation of the vacuum constraint equations

Asymptotics of solutions of a hyperbolic formulation of the constraint equations

Criticality of inhomogeneous Nariai-like cosmological models

Gravitational waves and the Sagnac effectThis paper is dedicated to the memory of my late father Werner Frauendiener

The Conformal Structure of Space-Time: Geometry, Analysis, Numerics

A completely covariant approach to transformation optics

On the Penrose inequality

A note on the relativistic Euler equations

Algebraic stability analysis of constraint propagation

Numerical solutions of Einstein’s equations for cosmological spacetimes with spatial topology S 3 and symmetry group U(1)

Hyperelliptic theta-functions and spectral methods

Numerical solutions of Einstein's equations for cosmological spacetimes with spatial topology [math dbl-struck S] super(3) and symmetry group U(1)

Ripples in the fabric of space-time

A model for linear dragging

Corrigendum: A note on the post-Newtonian limit of quasi-local energy expressions

Note on the memory effect

Effect of Wind Stress on the Dynamics and Stability of Nonisothermal Power-Law Film down an Inclined Plane

Hyperelliptic Theta-Functions and Spectral Methods: KdV and KP Solutions

Geometric description of energy-momentum pseudotensors

Preface: Ann. Phys. 1-2/2006

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