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Null result

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Title: Null result  
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Subject: Argument from ignorance, Meta-analysis, Design of experiments, Evidence of absence, Nothing
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Null result

In science, a null result is a result without the expected content: that is, the proposed result is absent.[1] It is an experimental outcome which does not show an otherwise expected effect. This does not imply a result of zero or nothing, simply a result that does not support the hypothesis. The term is a translation of the scientific Latin nullus resultarum, meaning "no consequence".

In statistical hypothesis testing, a null result occurs when an experimental result is not significantly different from what is to be expected under the null hypothesis. While some effect may in fact be observed, its probability (under the null hypothesis) does not exceed the significance level, i.e., the threshold set prior to testing for rejection of the null hypothesis. The significance level varies, but is often set at 0.05 (5%).

As an example in physics, the results of the Michelson–Morley experiment were of this type, as it did not detect the expected velocity relative to the postulated luminiferous aether. This experiment's famous failed detection, commonly referred to as the null result, contributed to the development of special relativity. Note that the experiment did in fact appear to measure a non-zero "drift", but the value was far too small to account for the theoretically expected results; it is generally thought to be inside the noise level of the experiment.[2]

Scientific journals for null results

There are now several scientific journals dedicated to the publication of negative or null results, including the following:

See also

External links

  • All Results Journals
  • European Journal of Negative Results in Biomedicine
  • Journal of Articles in Support of the Null Hypothesis
  • Journal of Negative Results
  • Journal of Negative Results in Biomedicine
  • Journal of Pharmaceutical Negative Results


  1. ^ Giunti, C.; et al. (1999). "New ordering principle for the classical statistical analysis of Poisson processes with background".  
  2. ^ Role of the Michelson-Morley experiments in making determinations about competing theories
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