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The Mathematical Theory of Black Holes S. Chandrasekhar
Publisher: Oxford University Press

During the period, 1971 to 1983 he studied the mathematical theory of black holes, and, finally, during the late 80s, he worked on the theory of colliding gravitational waves. Only in the mathematical sense. Croatian black hole school, 2010. If a new hypothesis about black hole firewalls proves correct, at least one of three cherished notions in theoretical physics must be wrong. To be sure, the evidence for black holes is entirely indirect; astronomers have never actually seen one. Chandrasekhar, The mathematical theory of black holes. Based on star formation and death rates, simulations predict a population of around 20,000 small-scale black holes in the innermost region of the galaxy, each with a mass several times that of our Sun. To come to theoretical physics, it seems that humans are just fascinated by strange thought experiments like: What would happen if you could travel at, or even faster than the speed of light? He didn't actually prove anything in the physical universe. Strominger, Counting states of near-extremal black holes, Phys. Advancing Research in Basic Science and Mathematics. The theory of general relativity predicts that a sufficiently compact mass will deform spacetime to form a black hole. I was lucky though that I had a very patient teacher who tried to . I definitely preferred mathematics, where things seemed to have a relation to each other, and were build up on well defined and reliable axioms. The evaporation of black holes is a mathematical theory without physical evidence. Barrett O'Neill, The geometry of Kerr black holes. In 1983 he published a classic work on the mathematical theory of black holes. The nice thing about this is that Duff and his colleagues were then able to use the mathematics of string theory to expand the black hole situation, then convert it back over to talking about qubits. If the electron mass was only a bit larger?