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Experimental Evidence for the Existence of an External World

Published online by Cambridge University Press:  22 September 2015

ERIC SCHWITZGEBEL
Affiliation:
UNIVERSITY OF CALIFORNIA AT RIVERSIDE eschwitz@ucr.edu
ALAN T. MOORE
Affiliation:
UNIVERSITY OF CALIFORNIA AT RIVERSIDE
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Abstract:

In this essay I attempt to refute radical solipsism by means of a series of empirical experiments. In the first experiment, I exhibit unreliable judgment about the primeness or divisibility of four-digit numbers, in contrast to a seeming Excel program. In the second experiment, I exhibit an imperfect memory for seemingly arbitrary three-digit number and letter combinations, in contrast to my seeming collaborator with seemingly hidden notes. In the third experiment, I seem to suffer repeated defeats at chess. In all three experiments, the most straightforward interpretation of the experiential evidence is that something exists in the universe that is superior in the relevant respects—theoretical reasoning (about primes), memorial retention (for digits and letters), or practical reasoning (at chess)—to my own solipsistically conceived self.

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Copyright © American Philosophical Association 2015 
Figure 0

Figure 1: Accuracy of prime number estimates, as judged by manual calculation, for my best guesses before calculating, compared to what would seem to be the output of an Excel spreadsheet programmed to detect primes. Error bars are manually calculated 95% confidence intervals using the normal approximation and a ceiling of 100%.

Figure 1

Figure 2: Number correct out of 20 as judged by comparison with the lists ‘re-presented’ by seeming-Alan, for my recall guesses, my recognition-test guesses, and my manual confirmation of the purported generating procedure. Error bars for ‘recalled’ and ‘recognized’ are manually calculated 95% confidence intervals using the normal approximation. Error bars for the ceiling results use the ‘rule of three’.

Figure 2

Figure 3: The procedure of Experiment 3. (Photo credit: Gerardo Sanchez)