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Exact Solutions of Einstein's Field Equations Cornelius Hoenselaers, Dietrich Kramer, Eduard Herlt, Hans Stephani, Malcolm MacCallum
Publisher: Cambridge

It is well known (amongst people who take an interest in physics) that Karl Schwarzschild was the first to provide a solution to Einstein's field equations for the simplest, idealised scenario of a completely symmetrical sphere in a vacuum. It is an exact solution to EFE (Einstein's Field Equations). The conclusion is straightforward: Smilga's choice select a class of common solutions between Yang-Mills equations and a quartic scalar field. In fact, the first exact solution to Einstein's field equations (discovered by Schwarzschild) precisely describes a non-rotating black hole. This is an exact solution of Einstein equations that depends solely on time. Differential Geometry Library includes over 580 objects for differential geometry and its applications. Kerr's solution has been described as "the most important exact solution to any equation in physics". It describes a simply connected, homogeneous, isotropic expanding or contracting universe. In the early 1960s Professor Kerr discovered a specific solution to Einstein's field equations which describes a structure now termed a Kerr black hole. Buy Exact Solutions of Einstein's Field Equations in ebook format. He was a Professor of Spectroscopy analyses the exact wavelengths of light emitted by a distant star, and from the Doppler shift we are able to determine how fast they retreat from us and thus how far away they are. Schwarzschild is most famously associated with the first nontrivial exact solution to Einstein's equations of general relativity. Regarding black holes, Einstein's equations work perfectly in the interior of a black hole. The acclaimed book by Hans Stephani is available at eBooks.com in several formats for your eReader. Moreover here is 380 Exact Solutions of Einstein's Field Equations.