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The Astronomers' Magic Envelope
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Table of Contents

1: Orbits
2: Celestial Mechanics
3: Schwarzschild's spacetime
4: Interlude: Quantum ideal gases
5: Gravity versus pressure
6: Nuclear fusion in stars
7: The main sequence of stars
8: The expanding Universe
9: The cosmic microwave background

About the Author

Prasenjit Saha is an astrophysicist working mainly on various aspects of gravitational dynamics, including gravitational lenses. He has also contributed to the literature on Bayesian inference, intensity interferometers, and literate programming. He got hooked on astrophysics from books like George Gamow's, and loves books that present a subject in an interesting and slightly subversive way. Paul A. Taylor completed his doctorate in the area of stellar
astrophysics at the University of Oxford. He has subsequently been a tutor, visiting researcher and lecturer in the African Institute for Mathematical Sciences (AIMS) network in Cameroon, Ghana, Rwanda,
Senegal, South Africa and Tanzania. He continues to teach programming and signal processing within the AIMS network, and is also a staff scientist in the Scientific and Statistical Computing Core at the National Institutes of Health in Bethesda, USA.

Reviews

This is a delightful small book... It will be a good resource for lecturers, showing some nice examples of applications of the physical principles, and of especial interest to advanced undergraduates and postgraduates. The reader is encouraged to write computer codes to find solutions, and the student with a thirst to learn and the motivation to engage fully with the book will be amply rewarded.
*Alan Heavens, The Observatory*

Astronomers like the concept of back-of-the-envelope calculations. Such calculations help us get a handle on very complex problems that would otherwise require far more time and effort to solve properly. Prasenjit Saha and Paul A. Taylor build an introductory guide to astronomy on exactly this premise.
*Nature Astronomy*

A sophisticated text that will bring physical intuition for astronomy for mathematically able students. The computationally based problems are a welcome addition to better empower student learning.
*Brian Schmidt, Nobel Laureate in Physics, 2011, Australian National University*

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