Aug 27th, 2008| 02:35 pm | Posted by hlee

I didn’t realize this post was sitting for a month during which I almost neglected the slog. As if great books about probability and information theory for statisticians and engineers exist, I believe there are great statistical physics books for physicists. On the other hand, relatively less exist that introduce one subject to the other kind audience. In this regard, I thought the lecture note can be useful.

**[arxiv:physics.data-an:0808.0012]**

Lectures on Probability, Entropy, and Statistical Physics by Ariel Caticha

**Abstract:** Continue reading ‘A lecture note of great utility’ »

Tags:

Bayes Theorem,

Boltzmann,

Carnot,

Entropy,

Gibbs paradox,

Information,

laws of thermodynamics,

lecture note,

maximum likelihood,

probability,

Shannon,

statistical physics,

Tchebyshev inequality,

thermodynamics Category:

arXiv,

Bayesian,

Cross-Cultural,

Data Processing,

Fitting,

Physics,

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Comment
Jun 18th, 2007| 03:06 pm | Posted by hlee

From arxiv/astro-ph:0706.1988,

Lectures on Astronomy, Astrophysics, and Cosmology looks helpful to statisticians who like to know astronomy, astrophysics, and cosmology. The lecture note starts from introducing fundamentals of astronomy, UNITS!!!, and its history. It also explains astronomical measures such as distances and their units, luminosity, and temperature; HR diagram (astronomers’ summary diagram); stellar evolution; and relevant topics in cosmology. At least, a third of the article will be useful to grasp a rough idea of astronomy as a scientific subject beyond colorful pictures. Statisticians who are keen to cosmology are recommended to read beyond.

This is not a high energy lecture note; therefore, statisticians interested in high energy are encouraged to visit Astro Jargon for Statisticians and CHASC.