How to Eliminate Mediums of Two Distributions

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Open just feels like a a distribution. You're taking a risk and it pays off. Oh, man. Motn't even have a chance. Oa, band wagon on an elya. The band wagon is for if you think you have the right answer, than you jump on it. But, but a can be the mediums of two distributions are the same. A's that's not correct. So at the risk of being rolling the dice twice and hoping for a good result, i'm going to eliminate. I'm just not likin the medium. And that may be the core thing of the man. Would'd ne test. That is noses. Was going to

Our podcast junkie co-host heard the following statement on another podcast a while back when he was out for a jog: "I actually think the word 'uncertainty' is used in English in a very different way than the word 'uncertainty' is used in statistics." He almost ran into a tree (causation is unclear: he's not known for his gross motor skills, which may have been a confounder). Not only is that quote, essentially, the theme for this episode, but the person who said it, Dr. Rebecca Goldin from George Mason University, was our guest! And we are absolutely CERTAIN that it was every bit as enlightening a discussion as it was a fun one! For complete show notes, including links to items mentioned in this episode and a transcript of the show, visit the show page.