A General Relativity Workbook Downloads Torrent UPD
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The classic book on spacetime topology and structure. The chapter on geometry is really meant as a reference, not everything is given a proper proof. They present GR axiomatically, this is not the place to learn the basics of the theory. This text greatly expands upon chapters 8 through 12 in Wald, and Wald constantly references this in those chapters. Hence, read after Wald. For mathematicians interested in general relativity, this is a major resource.
The standard graduate level introduction to general relativity. Personally, I'm not a fan of the first four chapters, the reader is much better off reading Wald with a basic understanding of GR and geometry. However, the rest of the text is excellent. If you can only read one text in the \"advanced\" list, it should be Wald. Some topology would be good, the appendix on it is not very extensive.
You might have heard that Paul Dirac was a man of few words. Read this book to find out how terse he could be. It develops the essentials of Lorentzian geometry and of general relativity, up through black holes, gravitational radiation, and the Lagrangian formulation, in a blinding 69 pages! I think this book grew out of some undergrad lectures Dirac delivered on GR; they are more designed to show what the hell theory is all about than to teach you how to do calculations. I actually didn't like them all that much; they were a little too dry for my taste. It's amusing though, to put Dirac's book next to the book of Misner, Thorne, and Wheeler.
Gravitation has a lot of nicknames: MTW, the Phonebook, the Bible, the Big Black Book, etc,... It's over a thousand pages in length, and probably weighs about 10 pounds. It makes a very effective doorstop, but it would be a shame to use it as one. MTW was written in the late 60's/early 70's by three of the best gravitational physicists around--Kip Thorne, Charles Misner, and John Wheeler--and it's a truly great book. I'm not sure I'd recommend it for first time buyers, but after you know a little about the theory, it's about the most detailed, lucid, poetic, humorous, and comprehensive exposition of gravity that you could ask for. Poetic Humorous Yep. MTW is laden with stories and quotations. Detailed Lucid Oh yes. The theory of general relativity is all laid out in loving detail. You will not find a better explanation of the physics of gravitation anywhere. Comprehensive Well, sorta. MTW is a little out of date. MTW is good for the basics, but there's actually been quite a bit of work done in GR since it's publication in 1973. See Wald for details.
IMveryveryHO you could do worse than starting with the twelve video lectures by Leonard Susskind of Stanford University. They're on YouTube but there's a general link here -physics-general-relativity/ They really are excellent.
This book is aimed at the enthusiastic general reader who wants to move beyond the maths-lite popularisations in order to tackle the essential mathematics of Einstein's fascinating theories of special and general relativity ... the first chapter provides a crash course in foundation mathematics. The reader is then taken gently by the hand and guided through a wide range of fundamental topics, including Newtonian mechanics; the Lorentz transformations; tensor calculus; the Schwarzschild solution; simple black holes (and what different observers would see if someone was unfortunate enough to fall into one). Also covered are the mysteries of dark energy and the cosmological constant; plus relativistic cosmology, including the Friedmann equations and Friedmann-Robertson-Walker cosmological models.
This is undoubtedly a classic text written by Landau, a giant of twentieth-century theoretical physics and an original thinker. The general relativity portion is not much detailed, but it gives the reader an impression of the Landau-way of thinking. The explanations are concise but elegant. It is suitable for beginners and learning from Landau's text has its own benefits, particularly for those interested in research.
This text is based on a course that Feynman gave at Caltech during the academic year 1962-63. Feynman took an untraditional non-geometric approach to general relativity based on the underlying quantum aspects of gravity. However, these lectures represent a useful record of his viewpoints and his physical insights into gravity and its applications. Though it is not suitable as a textbook, it contains some of the crucial concepts of the subject which are not found elsewhere. Above all, one could visualize the Feynman-way of thinking general relativity.
A text suitable for undergraduates, particularly those who step first in general relativity. It starts with all sorts of explanations based on Newtonian concepts before discussing the field equations. However, tensors and geometrical ideas are only introduced at the end.
As the title suggests, the text is divided into two parts. The 'Foundation' portion includes basic ideas of special and general relativity whereas the 'Frontiers' portion includes advanced topics like QFT in curved spacetime, gravity in higher dimensions, emergent gravity etc. This well written text follows a nice pedagogy and suitable for a basic as well as advanced course. There are also some excellent discussions of conceptual ideas not found elsewhere. Added to all, there is a rich collection of problems that are aimed to fill the gap between textbook study and research.
Wald's text is a classic and undoubtedly one of the most familiar text in general relativity.It is concise, lucid as well as mathematically rigorous. It starts with basic concepts of differential geometry and then explains general relativity using the geometric viewpoint. It also includes several advanced topics like spinors, quantum fields in curved spacetime etc. However, this might not be suitable for undergraduate students in Physics who hadn't done a course on differential geometry.
This one is really a nice place to learn general relativity. This text also start by introducing differential geometry, however the explanations are more extensive as compared to Wald. It is also a nice place to learn tensor calculus where one can find excellent discussions on geometric nature of tensors.
This is an advanced level text and a classic that is not suitable for the faint hearted. This concise text uses rigorous differential geometric viewpoint to explain general relativity. The subject is not dealt at great depth, but the explanations of the mathematical background is complete and original. Undoubtedly this is a gem and a must read for those who are interested in the mathematical details of general relativity.
MTW, The Bible, The Big Black Book or whatever you may call, this one is not really a textbook. This is one of the most detailed, comprehensive and complete text ever written in general relativity. This is a must-have reference that everyone working on general relativity should have with him. It is said that if you have any doubt in the subject, then the answer should be available in MTW.
Though outdated, this is a classic text in the field of general relativity. Written in a logical and comprehensive manner, special and general relativity is discussed in finer details, including their extensions to all the important domains in macroscopic physics. Physical point of view is used throughout the text rather than mathematical point of view which helped to emphasize the physical nature of assumptions and conclusions rather than mathematical rigor. This is one of the best text that features conceptual explanations of the subject. 153554b96e
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