📖 Read pages 13-79 of 288 of Linked: The New Science Of Networks by Albert-László Barabási

📖 Read pages 13-79 of 288 of Linked: The New Science Of Networks by Albert-László Barabási

It’s an interesting overview of the subject of network science and complexity. Potentially good if you know nothing of the area at all, or if you’re about to delve heavily into the topic. I’m breezing through it quickly with an eye toward reading his more technical level networks textbook that came out two years ago as well as some of his papers in the area.

Some of the pieces so far are relatively overwritten given that it’s now more than 15 years later… but the general audience then probably needed the extra back story. The only math so far is at the level of simple logarithms and the few equations are buried in the footnotes.

There are some useful rules of thumb he’s introduced for the generalists and engineers in the crowd like the idea of things that fall into an 80/20 Pareto rule are very likely power law models.

He’s repeated some common stories about Paul Erdős and Alfréd Rényi. I hadn’t heard the story about Erdős saying there were too many plus signs on the Notre Dame campus–that was kind of cute. I did enjoy that he’d dug at least an additional layer deeper to pull up Frigyes Karinthy’s short story “Chains” to introduce the original(?) conceptualization of the idea of Six Degrees of Separation.

I’ll circle back later for additional highlights and annotations.

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