Mathematical Problems Of Radiative Equilibrium
by Eberhard Hopf
Publisher: Cambridge University Press 1934
Number of pages: 123
Schwarzschild's classical work on absorption and diffusion in the sun's atmosphere, and the continuation of these investigations through A. Eddington, J.H. Jeans, R.A. Milne and others, have rendered the theory of radiative equilibrium a definite chapter of mathematical astrophysics. Besides the known results (theory of Milne's standard model, infinitely deep slab with no radiation incident on its surface) the reader will also find more or less detailed discussions of other models.
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by Hans J. Haubold (ed.) - MDPI AG
The notion of entropy emerged in conceptually very distinct contexts. This book deals with the connection between entropy, probability, and fractional dynamics as they appeared, for example, in solar neutrino astrophysics since the 1970's.
by F. Smarandache, V. Christianto - MathTiger
The present book discusses, among other things, various quantization phenomena found in Astrophysics and some related issues including Brownian Motion. Most chapters in this book come from published papers in various peer-reviewed journals.
by A. De Rujula - arXiv
The author reviews the subjects of non-solar cosmic rays and long-duration gamma-ray bursts. This is a version of an introductory talk to high-energy physicists. Nothing besides the standard model is required to understand CRs of any energy.
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Notes for a course taught in part III of the Cambridge University Mathematical Tripos: gravitational collapse, Schwarzschild black hole, charged black holes; rotating black holes; energy and angular momentum; black hole mechanics; Hawking radiation.