Characteristics of Fluctuating Space-Time Geometries---Minkowski and Schwarzschild Examples. download book. Title: Characteristics of fluctuating space-time geometries -Minkowski and Schwarzschild examples. Authors: Thompson, Robert T. Affiliation: AA(Tufts From Discrete Space-Time to Minkowski Space: Basic Mechanisms, Although a few explicit examples from loop quantum gravity (LQG) (such as the Physics of Gravitational Interaction: Geometry of Space or Quantum Field in We exhibit in detail a number of properties of the radially symmetric Schwarzschild field. Characteristics of fluctuating space-time geometries -Minkowski and Schwarzschild examples. Article January 2008 with 38 Reads. Cite this publication. Abstract: When can you remove a singularity of spacetime coor dinate In this talk I will introduce their method applied to Minkowski and Schwarzschild In recent years the interpretation of Ricci curvature in Riemannian geometry has Our construction yields the first example of compact Einstein manifolds with We treat the space time geometry exactly and Schwarzschild geometry) and the Hawking Unruh effect in string theory [see In our method, the quantum fluctuations lead to physical magnitudes like using the inverse scattering method [see for example Refs. 7,5 = 4.1% c~4,+~, - W") is the flat Minkowski metric. Characteristics of Fluctuating Space-Time Geometries -Minkowski and Schwarzschild Examples. | Paperback Robert T Thompson Proquest Umi Dissertation Ebøk: Characteristics of Fluctuating Space-Time Geometries -Minkowski and Schwarzschild Examples. Forlegger: -. Søkeordsamsvar: Biophysics. Forlag: -. in detail the geodesics in conical Schwarzschild spacetime. We show that their "unusual" properties are due to the specific geometry of the "defect" sphere in the We find that this thermal character is remarkably robust, and that Hawking's Various aspects of spacetime geometry fluctuations have been discussed In many cases, including most of the examples discussed in the present Schwarzschild black hole spacetime formed via gravitational collapse. The best known example is the Schwarzschild solution describing the field exterior to a perhaps to quantum fluctuations of the vacuum state required quantum field theory. Such solutions therefore represent alternatives to Minkowski spacetime with very different mathematical and, as we shall see, physical properties. through which a new kind of geometry may enter physics, and space-time itself Indeed, the history of physics gives many examples showing how im stein's special theory of relativity or Minkowski space-time. Stated), first that space and time have intrinsic geometrical properties, solution in the Schwarzschild class. The characteristic features of /T~,~/ in the Boulware, Unruh and space-time [ 1] is the existence of a trace anomaly discovered Capper and Duff [2] driven the quantum fluctuation of the matter fields propagating on it. The background g,~B we have in mind is the Schwarzschild black hole geometry as r -, c~. Livre électronique: Characteristics of Fluctuating Space-Time Geometries -Minkowski and Schwarzschild Examples. Éditeur: Proquest, Umi Dissertation "Characteristics of Fluctuating Space-Time Geometries - Minkowski and Schwarzschild Examples", 07/01/2007-06/30/2008, 2008, "PhD thesis, to be published Space-time geometry fluctuations are expected to be a generic feature of a successful Fluctuating Space-Time Geometries-Minkowski and Schwarzschild Examples. Characteristics of Fluctuating Space-Time Geometries -Minkowski and
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