stephenfmann / Untitled-Shannon-information-paper

Edit history for Mann, S. F. (2023). The relevance of communication theory for theories of representation. Philosophy and the Mind Sciences, 4. https://doi.org/10.33735/phimisci.2023.10992
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Agnostic info: textual evidence that people junk all of info theory based on claims about mutual info #13

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stephenfmann commented 1 year ago

Check the texts and complete the paragraph

stephenfmann commented 1 year ago

Godfrey-Smith & Sterelny (2016) define ''Shannon's concept of information'' in terms of correlational relationships like mutual information. They say: "This sense of information is associated with Claude Shannon (1948) who showed how the concept of information could be used to quantify facts about contingency and correlation in a useful way, initially for use in communication technology."

Earlier they describe it as "the sense of information isolated by Claude Shannon and used in mathematical information theory".

stephenfmann commented 1 year ago

Adriaans (2019): more interested in surprisal and entropy than mutual information.

stephenfmann commented 1 year ago

Owren et al (2010:759) describe "Shannon and Weaver's (1949) theory of information" and say "the associated concept of Shannon information refers strictly and solely to observable correlations between events in the world".

stephenfmann commented 1 year ago

Dennett (2017:sec. 6.1) says that "Shannon's theory is, at its most fundamental, about the statistical relationship between different states of affairs in the world: What can be gleaned (in principle) about state A from the observation of state B?", later explicitly distinguishing "Shannon information" from semantic information.

stephenfmann commented 1 year ago

Shea (2018:12): "Shannon (1948) developed a formal treatment of correlational information—as a theory of communication, rather than meaning—which forms the foundation of (mathematical) information theory", later invoking "Shannon information" to describe a correlational measure which could be mutual information (Shea, 2018, p. 78, n. 5).