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      Chapter

      GAUSSIAN DISTRIBUTIONS OF SIGNAL AND NOISE WITH EQUAL VARIANCES
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      Chapter

      GAUSSIAN DISTRIBUTIONS OF SIGNAL AND NOISE WITH EQUAL VARIANCES

      DOI link for GAUSSIAN DISTRIBUTIONS OF SIGNAL AND NOISE WITH EQUAL VARIANCES

      GAUSSIAN DISTRIBUTIONS OF SIGNAL AND NOISE WITH EQUAL VARIANCES book

      GAUSSIAN DISTRIBUTIONS OF SIGNAL AND NOISE WITH EQUAL VARIANCES

      DOI link for GAUSSIAN DISTRIBUTIONS OF SIGNAL AND NOISE WITH EQUAL VARIANCES

      GAUSSIAN DISTRIBUTIONS OF SIGNAL AND NOISE WITH EQUAL VARIANCES book

      ByDon McNicol
      BookA Primer of Signal Detection Theory

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      Edition 1st Edition
      First Published 2004
      Imprint Psychology Press
      Pages 25
      eBook ISBN 9781410611949
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      ABSTRACT

      Although we have talked about distributions of signal and noise nothing has been said

      about the shapes they might assume. The sensitivity measures described in Chapter 1 were

      non-parametric and made no assumptions about the underlying distributions. There is, of

      course, no a priori reason that these distributions should be of any particular kind. Their

      shapes may vary capriciously from experiment to experiment. However if it did turn out that

      sensory events were distributed in the same way, this would allow very efficient sensitivi-

      ty measures to be used, as will soon be seen. Most psychological variables seem to be at

      least approximately normally distributed and the first question that can be asked about the

      signal and noise distributions is, do they conform to a normal, or Gaussian, distribution?

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