Difference between revisions of "Mind projection fallacy"

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'''Mind projection fallacy''' is an error of projecting your own mind's properties into the external world. The term was introduced by E.T.Jaynes, to analyze people's tendency to see probabilities as inherent properties of objects.
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"The map is not the territory, but you can't fold up the territory and put it in your glove compartment".]}}
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Our minds are not transparent windows unto veridical reality; when you look at a rock, you see not the the rock itself, but your mind's ''representation'' of the surface of the rock, reconstructed from nerve impulses resulting from photons reflecting off the surface of the rock and being absorbed by your retina. Sugar in and of itself is not ''inherently'' sweet; the sugar itself only has the chemical properties that it does, which your brain, making inferences from cues given by your tongue, interprets as sweet. Physicist, polymath, and [[Bayesian]] philosopher E. T. Jaynes coined the term '''mind projection fallacy''' to refer to this failure to distinguish between the map and the territory.
  
 
==Related concepts==
 
==Related concepts==

Revision as of 11:22, 4 September 2009

"The map is not the territory, but you can't fold up the territory and put it in your glove compartment".]

Our minds are not transparent windows unto veridical reality; when you look at a rock, you see not the the rock itself, but your mind's representation of the surface of the rock, reconstructed from nerve impulses resulting from photons reflecting off the surface of the rock and being absorbed by your retina. Sugar in and of itself is not inherently sweet; the sugar itself only has the chemical properties that it does, which your brain, making inferences from cues given by your tongue, interprets as sweet. Physicist, polymath, and Bayesian philosopher E. T. Jaynes coined the term mind projection fallacy to refer to this failure to distinguish between the map and the territory.

Related concepts

Blog posts

References

  • E. T. Jaynes (1990). Probability Theory as Logic.  (PDF)