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Theory of Information (C.S. Peirce)
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< Theory of Information (C.S. Peirce)
(information, wiki, imported, Jon Awbrey)

The pragmatic theory of information (PTOI) is a set of concepts and principles for defining, measuring, and tracking the time evolution of information that derives from Charles Sanders Peirce's general theory of signs and inquiry. Peirce explored a number of ideas about information from the beginning to the end of his career. One set of ideas about the "laws of information" have to do with the logical properties of information. Another set of ideas about "time and thought" have to do with the dynamic properties of inquiry. All of these ideas contribute to the pragmatic theory of inquiry.

Peirce set forth many of these ideas very early in his career, periodically returning to them on scattered occasions until the end, and they appear to be implicit in much of his later work on the logic of science and the theory of signs, but he never developed their implcations to the fullest extent.

More recently, Edward D. Weinberger formulated a quantitative theory of pragmatic information. In contrast to standard information theory, that says nothing about the semantic content of information, Weinberger's theory attempts to measure the amount of information actually used in making a decision. Included in Weinberger's paper is a demonstration that his version of pragmatic information increases over the course of time in a simple model of evolution known as the quasispecies model. This is demonstrably not true for the standard measure of information.

References



  • De Tienne, André (2006), "Peirce's Logic of Information", Seminario del Grupo de Estudios Peirceanos, Universidad de Navarra, 28 Sep 2006. Eprint.


  • Weinberger, Edward D. (2002), "A Theory of Pragmatic Information and Its Application to the Quasispecies Model of Biological Evolution", BioSystems 66 (3), 105–119. Eprint.


See also

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Some content adapted from the Wikinfo article "Pragmatic theory of information" under the GNU Free Documentation License.

(last updated by Jon Awbrey, 6:07pm EDT - Wed, Aug 01 2007)
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