Dive into a mind-bending exploration of the physics of black holes
Black holes, predicted by Albert Einstein’s general theory of relativity more than a century ago, have long intrigued scientists and the public with their bizarre and fantastical properties. Although Einstein understood that black holes were mathematical solutions to his equations, he never accepted their physical reality—a viewpoint many shared. This all changed in the 1960s and 1970s, when a deeper conceptual understanding of black holes developed just as new observations revealed the existence of quasars and X-ray binary star systems, whose mysterious properties could be explained by the presence of black holes. Black holes have since been the subject of intense research—and the physics governing how they behave and affect their surroundings is stranger and more mind-bending than any fiction.
After introducing the basics of the special and general theories of relativity, this book describes black holes both as astrophysical objects and theoretical “laboratories” in which physicists can test their understanding of gravitational, quantum, and thermal physics. From Schwarzschild black holes to rotating and colliding black holes, and from gravitational radiation to Hawking radiation and information loss, Steven Gubser and Frans Pretorius use creative thought experiments and analogies to explain their subject accessibly. They also describe the decades-long quest to observe the universe in gravitational waves, which recently resulted in the LIGO observatories’ detection of the distinctive gravitational wave “chirp” of two colliding black holes—the first direct observation of black holes’ existence.
The Little Book of Black Holes takes readers deep into the mysterious heart of the subject, offering rare clarity of insight into the physics that makes black holes simple yet destructive manifestations of geometric destiny.
Steven S. Gubser is professor of physics at Princeton University and the author of The Little Book of String Theory (Princeton). Frans Pretorius is professor of physics at Princeton. They both live in Princeton, New Jersey.
"Gubser and Pretorius offer clarity on a difficult topic, with a healthy dose of wonder to boot."--Publishers Weekly
"Princeton physics professors Gubser and Pretorius condense their significant expertise in black holes into an easily digestible analysis. . . . The authors excel at describing these complex scientific ideas within relatable contexts, and they provide readers with detailed explanations of general and special relativity before discussing the cutting-edge experiments and theories that make black holes more intriguing than ever. . . . Don't be fooled by its ‘little’ title; these renowned physicists deliver a robust and thrilling book that will draw readers in as surely as any event horizon."--Kirkus Reviews
"The Little Book of Black Holes by Gubser and Pretorius provides an elegantly brief introduction to the basic properties of black holes and their occurrence in the universe. I warmly recommend it to the general reader."--Roger Penrose, author of Fashion, Faith, and Fantasy in the New Physics of the Universe
"This timely book provides an excellent summary of what we know about black holes in the universe. Gubser and Pretorius are among the world's most prominent experts on this exciting subject."--Raphael Bousso, University of California, Berkeley
"Entertaining as well as informative. The Little Book of Black Holes is well written, well organized, and enjoyable to read."--Gary Horowitz, University of California, Santa Barbara
"This is a really excellent, beautifully written book. I am not aware of any other book that even approaches a comparably succinct exposition of the physics of black holes."--Sean Hartnoll, Stanford University
Table of Contents:
1 Special Relativity 1
2 General Relativity 20
3 The Schwarzschild Black Hole 44
4 Spinning Black Holes 75
5 Black Holes in the Universe 99
6 Black Hole Collisions 117
7 Black Hole Thermodynamics 146
Another Princeton book authored or coauthored by Steven S. Gubser: