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The year 2019 saw the centenary of Eddington's eclipse expeditions and the corroboration of Einstein's general relativity by gravitational lensing. To mark the occasion, a Special Issue of Universe has been dedicated to the theoretical aspects of strong gravitational lensing. The articles assembled in this volume contain original research and reviews and apply a variety of mathematical techniques that have been developed to study this effect, both in 3-space and in spacetime. These include: · Mathematical properties of the standard thin lens approximation, in particular caustics; · Optical geometry, the Gauss–Bonnet method and related approaches; · Lensing in the spacetime of general relativity and modified theories; black hole shadows.
Research & information: general --- Mathematics & science --- gravitational lensing --- weak deflection --- dark matter --- Gauss–Bonnet theorem --- black hole --- wormhole --- strong gravitational lensing --- magnification cross sections --- caustics --- gravitational lens --- general relativity --- ultralight particles --- black hole shadow --- event horizon telescope --- rotating black hole --- global monopole --- perfect fluid --- scalar field --- shadows --- black holes --- wormholes --- galaxies --- gravitational lensing --- weak deflection --- dark matter --- Gauss–Bonnet theorem --- black hole --- wormhole --- strong gravitational lensing --- magnification cross sections --- caustics --- gravitational lens --- general relativity --- ultralight particles --- black hole shadow --- event horizon telescope --- rotating black hole --- global monopole --- perfect fluid --- scalar field --- shadows --- black holes --- wormholes --- galaxies
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The year 2019 saw the centenary of Eddington's eclipse expeditions and the corroboration of Einstein's general relativity by gravitational lensing. To mark the occasion, a Special Issue of Universe has been dedicated to the theoretical aspects of strong gravitational lensing. The articles assembled in this volume contain original research and reviews and apply a variety of mathematical techniques that have been developed to study this effect, both in 3-space and in spacetime. These include: · Mathematical properties of the standard thin lens approximation, in particular caustics; · Optical geometry, the Gauss–Bonnet method and related approaches; · Lensing in the spacetime of general relativity and modified theories; black hole shadows.
gravitational lensing --- weak deflection --- dark matter --- Gauss–Bonnet theorem --- black hole --- wormhole --- strong gravitational lensing --- magnification cross sections --- caustics --- gravitational lens --- general relativity --- ultralight particles --- black hole shadow --- event horizon telescope --- rotating black hole --- global monopole --- perfect fluid --- scalar field --- shadows --- black holes --- wormholes --- galaxies
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