Abstract
A stimulus (or stimulus-complex) is pictured as giving rise to a random series of sensory nerve “pulses,” which manifest themselves in contractions of individual muscle fibers. Assuming the expected time-frequency of these pulses to be proportional to the intensity of the stimulus, probability distributions are computed representing the cumulative effect of these pulses on the state of the organism, that is, on its degree ofawareness of the stimulus. Preliminary results suggest a modification of the Weber-Fechner formula for intensity discrimination for certain types of stimuli: the psychological scale to be measured byI i instead of logI.
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Parr, A. E., A contribution to the theoretical analysis of the schooling behavior of fishes, inOccasional Papers of the Bingham Oceanographic collection, No. 1, Dec., 1927.
Spooner, G. M., Some observations on schooling in fish,J. Mar. Biol. Assoc., 1930,17, 421–448.
Starling, E. H., Human physiology. Philadelphia: Lea and Febiger, 1933, p. 148.
Mayer, A. G., Nerve conduction in Cassiopia xamachana,Papers from the Dept. of Marine Biology of the Carnegie Institution of Washington, 1917,11, 1–20.
Uspensky, J. V. Introduction to mathematical probability, New York: McGraw-Hill, 1937, pp. 260, 264.
Kameda, Toyojiro, Theory of generating functions and its application to the theory of probability,J. Faculty of Science, Imp. University of Tokyo, 1925,1, section 1, part 1, 27–36.
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Contributions from the Scripps Institution of Oceanography, New Series, No. 54.
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Gordon, R.D. Some preliminary postulates on stimulus-perception, and consequent probability distributions for behavior. Psychometrika 4, 89–98 (1939). https://doi.org/10.1007/BF02288488
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DOI: https://doi.org/10.1007/BF02288488