What Is Entropy?
The book draft on Azimuth explores entropy as the amount of unknown information in a situation. It covers topics like information theory, Shannon entropy, Gibbs entropy, and Boltzmann distribution. The author emphasizes clarity and precision, making it a structured entry point into understanding entropy in physics.
Read original articleEntropy is a complex concept explored in a book draft by an author on Azimuth. The book delves into the idea of entropy as the amount of unknown information in a situation that could potentially be learned. It covers various topics such as information theory, Shannon entropy, Gibbs entropy, and the Boltzmann distribution. The author avoids delving into the second law of thermodynamics and the role of entropy in biology and black hole physics. While the book contains mathematical content, it aims to keep physics prerequisites low. Planck's constant plays a role in defining the entropy of classical systems like hydrogen gas. The book emphasizes making concepts precise and exploring subtle physics issues. Readers are encouraged to focus on the key points highlighted in boxes throughout the text. The author's approach provides a detailed and structured entry point into understanding the fundamental concept of entropy in physics.
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What Is Entropy?
The article explores entropy in information theory and physics, introducing a forthcoming book on the topic. It covers various aspects like Shannon entropy, Gibbs entropy, and Boltzmann distribution, emphasizing mathematical precision and quantum mechanics.
I look foreward to reading in detail. And I don't expect to find errors (if only I were that bright). :-)
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Certain systems can have negative temperatures, hotter than any positive-temperature system. Predicted by Lars Onsager in 1949, they exhibit emergent ordering at high energies, with decreased entropy as energy increases.
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What Is Entropy?
The article explores entropy in information theory and physics, introducing a forthcoming book on the topic. It covers various aspects like Shannon entropy, Gibbs entropy, and Boltzmann distribution, emphasizing mathematical precision and quantum mechanics.