Another Word For It Patrick Durusau on Topic Maps and Semantic Diversity

October 15, 2015

Visual Information Theory

Filed under: Information Theory,Shannon,Visualization — Patrick Durusau @ 2:47 pm

Visual Information Theory by Christopher Olah.

From the post:

I love the feeling of having a new way to think about the world. I especially love when there’s some vague idea that gets formalized into a concrete concept. Information theory is a prime example of this.

Information theory gives us precise language for describing a lot of things. How uncertain am I? How much does knowing the answer to question A tell me about the answer to question B? How similar is one set of beliefs to another? I’ve had informal versions of these ideas since I was a young child, but information theory crystallizes them into precise, powerful ideas. These ideas have an enormous variety of applications, from the compression of data, to quantum physics, to machine learning, and vast fields in between.

Unfortunately, information theory can seem kind of intimidating. I don’t think there’s any reason it should be. In fact, many core ideas can be explained completely visually!

Great visualization of the central themes of information theory!

Plus an interesting aside at the end of the post:

Claude Shannon’s original paper on information theory, A Mathematical Theory of Computation, is remarkably accessible. (This seems to be a recurring pattern in early information theory papers. Was it the era? A lack of page limits? A culture emanating from from Bell Labs?)

Cover & Thomas’ Elements of Information Theory seems to be the standard reference. I found it helpful.

Cover & Thomas’ Elements of Information Theory

I don’t find Shannon’s “accessibility” all that remarkable, he was trying to be understood. Once a field matures and develops an insider jargon, trying to be understood is no longer “professional.” Witness the lack of academic credit for textbooks and other explanatory material as opposed to jargon-laden articles that may or may not be read by anyone other than proof readers.

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