We assume a thick gravitational lens governed by a Baltz n=1 matter density model. From the gravitational potential we then derive expressions for a Weyl tensor component and Ricci tensor component. A perturbative approach is taken to solve for the convergence and shear as given by Sach’s equation. By applying the geodesic deviation equation to a bundle of light rays with our expressions for the optical scalars we are able to derive expressions for the image shape and size at any point along the path from source to observer, in the case of an axially symmetric lens and source
Albert Einstein’s General Theory of Relativity radically transformed our understanding of gravitatio...
Abstract Beyond the Einstein–Maxwell model, electromagnetic field might couple with gravitational fi...
We present new results on gravitational lensing over cosmological Robertson-Walker backgrounds which...
A procedure, for application in gravitational lensing using the geodesic deviation equation, is deve...
A procedure, for application in gravitational lensing using the geodesic deviation equation, is deve...
Gravitational Lensing has become an integral part of astrophysics and the study of matter in the uni...
Gravitational lensing is investigated in the weak field limit of fourth order gravity in which the L...
We extend the theory of weak gravitational lensing to cosmologies with generalized gravity, describe...
The weak gravitational lensing formalism can be extended to the strong lensing regime by integrating...
We propose a new ray-tracing algorithm to measure the weak-lensing shear and convergence fields dire...
We consider the Bianchi identity as a field equation for the distortion of the shapes of images prod...
International audienceThe standard theory of weak gravitational lensing relies on the infinitesimal ...
We present a numerical weak-lensing analysis that is fully relativistic and non-perturbative for the...
We consider the Bianchi identity as a field equation for the distortion of the shapes of images prod...
We present a numerical weak-lensing analysis that is fully relativistic and non-perturbative for the...
Albert Einstein’s General Theory of Relativity radically transformed our understanding of gravitatio...
Abstract Beyond the Einstein–Maxwell model, electromagnetic field might couple with gravitational fi...
We present new results on gravitational lensing over cosmological Robertson-Walker backgrounds which...
A procedure, for application in gravitational lensing using the geodesic deviation equation, is deve...
A procedure, for application in gravitational lensing using the geodesic deviation equation, is deve...
Gravitational Lensing has become an integral part of astrophysics and the study of matter in the uni...
Gravitational lensing is investigated in the weak field limit of fourth order gravity in which the L...
We extend the theory of weak gravitational lensing to cosmologies with generalized gravity, describe...
The weak gravitational lensing formalism can be extended to the strong lensing regime by integrating...
We propose a new ray-tracing algorithm to measure the weak-lensing shear and convergence fields dire...
We consider the Bianchi identity as a field equation for the distortion of the shapes of images prod...
International audienceThe standard theory of weak gravitational lensing relies on the infinitesimal ...
We present a numerical weak-lensing analysis that is fully relativistic and non-perturbative for the...
We consider the Bianchi identity as a field equation for the distortion of the shapes of images prod...
We present a numerical weak-lensing analysis that is fully relativistic and non-perturbative for the...
Albert Einstein’s General Theory of Relativity radically transformed our understanding of gravitatio...
Abstract Beyond the Einstein–Maxwell model, electromagnetic field might couple with gravitational fi...
We present new results on gravitational lensing over cosmological Robertson-Walker backgrounds which...