Episode 125: James Koppel discusses counterfactual inference and automated explanation

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What is the opening introduction and who are the hosts of this episode?

Matt Teichman 0:01
Hey, Matt Tegman here from Elucidations. I just thought I'd open this episode by doing a quick plug for a cool podcast that I just found out about. They released their first season already, and I just started listening to them. It's called Reductio. It's hosted by Andrew Lavin. And it's a podcast that explains key arguments from the history of philosophy or from contemporary philosophy in the format of a radio documentary. It's philosophically rigorous, and it's really fun to listen to. So anyway, that's the plug. And up next is our interview with James Couple on counterfactual inference and automated explanation. I hope you enjoy it.
Matt Teichman 0:52
Hello and welcome to Elucidations, an unexpected philosophy podcast. I'm Matt Teichman. I'm Dominic Rio. With us today is James Kuppel, PhD student in computer science at the Massachusetts Institute of Technology and professional mentor to experienced software engineers at jameskuppelcoaching.com. You may also have heard of him in connection with the security analysis of the Votes voting app, which was recently covered in the New York Times. And he is here to discuss counterfactual inference and automated explanation. James Kuppel, welcome to Elucidations. Thank you. I feel very welcome. Excellent. Okay, so our listeners may have heard of the topic of counterfactuals from our previous episode, episode 91 with Paolo Santorio on the logic of counterfactuals.
Matt Teichman 1:50
But for people who didn't listen to that episode, maybe we could just sort of like introduce the topic. So like what is a counterfactual conditional statement? What would be an example of one?
James Koppel 2:02
Example of counterfactual. If it had rained today, I would have brought an umbrella. So there's a few features that make it counterfactual, counterfactual. And to really iron out the difference between a counterfactual and a different kind of statement, I have to explain what's called the causal hierarchy. So the simplest kind of statement you can make is something like, based on looking at the sky, it will rain later today. And this is a question that you can answer and get a statistical estimate on it. just by making a giant table of how many days were there this kind of cloud, and then was there rain.
Matt Teichman 2:42
So it's like you're predicting the future in that case,
James Koppel 2:43
based on prior observations. Yes. So it's like the things that are happening today are drawn from the same distribution as the things that happened yesterday and the day before. So that is prediction level one of the causal hierarchy. Okay. Level two of the carousel hierarchy is intervention. So you might not know this, but humanity has invented weather control quite a while ago. And I understand, just from reading news articles, that we basically know how to do one thing in weather control, which is to shoot silver iodide into the sky. Silver iodide is a nucleating site for clouds. And for some meteorological reason, it can both be used to create and destroy clouds. So, for instance... In the 2008 Beijing Olympics, they had cannons of this stuff situated outside the city because everything had to be perfect.
James Koppel 3:37
They did not want it to rain. So let's intervene on the weather now. Let's ask the question, if I shoot severe iodide into the sky, now will there be rain? And this you can no longer answer just by looking at the table what's happened in the past. because you're changing the correlations. Maybe yesterday there was naturally a lot of silver iodide because of lightning. This time there's silver iodide without the lightning, and so all the other things it's correlated with are messed up. And there's a whole field of causal inference which is dedicated to how to answer this kind of prediction in the face of intervention without having to do a randomized controlled experiment, but the gold standard is still a randomized controlled experiment.
James Koppel 4:20
So there's prediction. You're just observing some facts and then making inferences about the future or also about the past, like given the sky didn't rain yesterday. There's no time in statistics.
Matt Teichman 4:33
So it's more like we're just observers, but we're not actually like making stuff happen.

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