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Bayesian ANOVA

Hi everyone,

I am trying to understand the results of a Bayesian ANOVA.

I performed a cluster analysis (in another software) to cluster my sample according to training variables (e.g., distance run, accelerations, etc.). Then, I performed a Bayesian ANOVA in Jasp to quantify the probability of the clusters created being related to well-being variables (e.g., sleep time). I considered the clusters as a "fixed factor" and each new variable as a "dependent variable".

How can I interpret these results? My data provide strong support for the for no relationship between training performance and sleep time?

I attached the figure.

Thanks in advance,

Mateus

Comments

  • Hi Mateus,

    Yes, good evidence for the null model and against the "cluster" factor

    E.J.

  • Hi E.J.,

    Thank you for taking the time to write to give me some feedback.

    One last question. Although, the good evidence for the null model, should I describe the posterior distributions? (e.g., Cluster 3 revealed higher posterior distribution on sleep time compared with the other clusters).

    I look forward to hearing from you.

    Thanks in advance,

    Mateus

  • Hi Mateus,

    Opinions differ. You could show them and indicate explicitly that these obtain under the assumption that there is an effect (an assumption that the data undercut).

    EJ

  • Hi EJ

    Thank you for your time.

    Mateus

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