4min chapter

Sean Carroll's Mindscape: Science, Society, Philosophy, Culture, Arts, and Ideas cover image

174 | Tai-Danae Bradley on Algebra, Topology, Language, and Entropy

Sean Carroll's Mindscape: Science, Society, Philosophy, Culture, Arts, and Ideas

CHAPTER

Entropy in Probability Distributions

In probability, there is an entropy that you can calculate. If it's kind of piqued or concentrated at one, in that sense, it's the entropys zero. So if i have a function that spits out a number on a probability distribution, how do i know that i can interpret that number as some type of ounow amount of information conveyed? Are there proper ies that entropy satisfies? You know, can i list them? Is that list sufficient to tell me,. oh, let me pull out my check list. Hey, you're also intropy, right? You might want to know about that.

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