832 research outputs found

    Rudolf Hermann, Die Probleme der Excommunication bei Luther und Thomas Erastus, 1955

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    Pollet J. V.-M. Rudolf Hermann, Die Probleme der Excommunication bei Luther und Thomas Erastus, 1955. In: Revue des Sciences Religieuses, tome 35, fascicule 4, 1961. pp. 426-427

    Haigh, Birch & Pollet (2020) Individual Differences in the Interpretation of Generic News Headlines Study 1 (aka.RPJ-2019-158: Study 5)

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    Study 1 from Haigh, M., Birch, H. A. & Pollet, T. V. (2020). Does ‘Scientists Believe…’ Imply ‘All Scientists believe…’? Individual Differences in the Interpretation of Generic News Headlines. Collabra: Psychology (2020) 6 (1): 17174. https://doi.org/10.1525/collabra.17174 Also known as RPJ-2019-158: Study 5 as it was the 5th study listed in our funding proposa

    Haigh, Birch & Pollet (2020) Individual Differences in the Interpretation of Generic News Headlines: Study 2 (aka. RPJ-2019-158: Study 6)

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    Study 2 from Haigh, M., Birch, H. A. & Pollet, T. V. (2020). Does ‘Scientists Believe…’ Imply ‘All Scientists believe…’? Individual Differences in the Interpretation of Generic News Headlines. Collabra: Psychology (2020) 6 (1): 17174. https://doi.org/10.1525/collabra.17174 Also known as RPJ-2019-158: Study 6 as it was the 6th study listed in our funding proposa

    Haigh, Birch & Pollet (2020) Individual Differences in the Interpretation of Generic News Headlines: Study 2 (aka. RPJ-2019-158: Study 6)

    No full text
    Study 2 from Haigh, M., Birch, H. A. & Pollet, T. V. (2020). Does ‘Scientists Believe…’ Imply ‘All Scientists believe…’? Individual Differences in the Interpretation of Generic News Headlines. Collabra: Psychology (2020) 6 (1): 17174. https://doi.org/10.1525/collabra.17174 Also known as RPJ-2019-158: Study 6 as it was the 6th study listed in our funding proposa

    Haigh, Birch & Pollet (2020) Individual Differences in the Interpretation of Generic News Headlines Study 1 (aka.RPJ-2019-158: Study 5)

    No full text
    Study 1 from Haigh, M., Birch, H. A. & Pollet, T. V. (2020). Does ‘Scientists Believe…’ Imply ‘All Scientists believe…’? Individual Differences in the Interpretation of Generic News Headlines. Collabra: Psychology (2020) 6 (1): 17174. https://doi.org/10.1525/collabra.17174 Also known as RPJ-2019-158: Study 5 as it was the 5th study listed in our funding proposa

    Haigh, Birch & Pollet (2020) Individual Differences in the Interpretation of Generic News Headlines: Study 2 (aka. RPJ-2019-158: Study 6)

    No full text
    Study 2 from Haigh, M., Birch, H. A. & Pollet, T. V. (2020). Does ‘Scientists Believe…’ Imply ‘All Scientists believe…’? Individual Differences in the Interpretation of Generic News Headlines. Collabra: Psychology (2020) 6 (1): 17174. https://doi.org/10.1525/collabra.17174 Also known as RPJ-2019-158: Study 6 as it was the 6th study listed in our funding proposa

    Haigh, Birch & Pollet (2020) Individual Differences in the Interpretation of Generic News Headlines Study 1 (aka.RPJ-2019-158: Study 5)

    No full text
    Study 1 from Haigh, M., Birch, H. A. & Pollet, T. V. (2020). Does ‘Scientists Believe…’ Imply ‘All Scientists believe…’? Individual Differences in the Interpretation of Generic News Headlines. Collabra: Psychology (2020) 6 (1): 17174. https://doi.org/10.1525/collabra.17174 Also known as RPJ-2019-158: Study 5 as it was the 5th study listed in our funding proposa

    Grounding the data: Perhaps a U.S. state score is just a U.S. state score and not a glimpse into the evolved human mind.

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    A commentary on Population finiteness is not a concern for null hypothesis significance testing when studying human behavior. A reply to Pollet (2013) by Quillien, T. (2015). Front. Neurosci. 9:81. doi: 10.3389/fnins.2015.0008

    Supplementary Material for A re-evaluation of the model selection procedure in Pollet & Nettle (2009)

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    In this paper, we first explain the statistical model underlying the ordinal regression technique used by Pollet and Nettle (2009), including the two possible ways of calculat-ing the likelihood function (section 1). We then show that the model fit criteria reported were in fact invalid, and calculate the correct ones, showing that this leads to a different choice of best model (section 2). We then suggest two other strategies of model selection for these data, and show that these also lead to different best-fitting models than tha
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