When and How to Interpret Null Results in NIBS: A Taxonomy Based on Prior Expectations and Experimental Design.

Front Neurosci

Section Brain Stimulation and Cognition, Department of Cognitive Neuroscience, Faculty of Psychology and Neuroscience, Maastricht University, Maastricht, Netherlands.

Published: December 2018

AI Article Synopsis

  • The text discusses how null results in experiments, especially in the context of non-invasive brain stimulation (NIBS), can be interpreted meaningfully despite conventional statistics showing them as meaningless.
  • It introduces a model that categorizes null results along a "gradient of surprise" and describes how the design of experiments can influence the "gradient of interpretability," making null results more informative.
  • Lastly, the text highlights the potential of Bayesian statistics as a tool to quantify support for null versus alternative hypotheses, emphasizing the importance of sharing null findings to improve research transparency and combat publication bias.

Article Abstract

Experiments often challenge the null hypothesis that an intervention, for instance application of non-invasive brain stimulation (NIBS), has no effect on an outcome measure. In conventional statistics, a positive result rejects that hypothesis, but a null result is meaningless. Informally, however, researchers often do find null results meaningful to a greater or lesser extent. We present a model to guide interpretation of null results in NIBS research. Along a "gradient of surprise," from Replication nulls through Exploration nulls to Hypothesized nulls, null results can be less or more surprising . This influences to what extent we should credit a null result in this greater context. Orthogonal to this, experimental design choices create a "gradient of interpretability," along which null results of an experiment, , become more informative. This is determined by target localization procedure, neural efficacy checks, and power and effect size evaluations. Along the latter gradient, we concretely propose three "levels of null evidence." With caveats, these proposed levels C, B, and A, classify how informative an empirical null result is along concrete criteria. Lastly, to further inform, and help formalize, the inferences drawn from null results, Bayesian statistics can be employed. We discuss how this increasingly common alternative to traditional frequentist inference allow quantification of the support for the null hypothesis, relative to support for the alternative hypothesis. It is our hope that these considerations can contribute to the ongoing effort to disseminate null findings alongside positive results to promote transparency and reduce publication bias.

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Source
http://www.ncbi.nlm.nih.gov/pmc/articles/PMC6297282PMC
http://dx.doi.org/10.3389/fnins.2018.00915DOI Listing

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