Transcript
A (0:00)
Nerd alert. Learning is important, right?
B (0:02)
Yes, exactly. What a bunch of nerds.
A (0:04)
Nerd alerts.
B (0:05)
That's right. Marketing Architects. Hello and welcome to the Marketing Architects, a research first podcast dedicated to answering your toughest marketing questions. I'm Laina Jaspar on the marketing team here at Marketing Architects, and I'm joined by my co host, Rob demars, the chief product architect of misfits and machines.
A (0:22)
Hello.
B (0:23)
Hello. We're back with your weekly Nerd Alert. Every week, I'll take a deep dive into academic marketing research and translate its complex ideas into simple, understandable language for Rob, and of course, for all of you. Are you ready to nerd out, Rob?
A (0:35)
I'm feeling like it's a new year and I should not be allowed near a microphone. Elena. So let's do this.
B (0:42)
Let's do it. As always, we'll link the research we cover in the episode notes. This week I read a paper titled Statistical Significance and Statistical Moving Beyond Binary. This is by Blakely McShane, Eric Bradlow, John Lynch Jr. And Robert Meyer, published in the Journal of marketing in 2024. But Rob, first, kind of like a gut check for you, when someone says a result is statistically significant, what do you think that actually means in practice? Like, if you're a cmo, you know, hearing that in a meeting, what do you think you're being told? And hey, I spent a long time to be totally transparent trying to teach myself about. So, okay, just putting that out there that I had heard it a lot, but I needed a brush up on what exactly what it means. Yeah, not like what it means broadly, but the details. Right, right.
A (1:28)
You know in the Matrix, when Keanu Reeves says, I know kung Fu, that. Oh, man. All right, well, for those of you who have watched the Matrix, which is the rest of you, when Keanu Reeves says, I know kung Fu, that's how statistically significant gets treated in meetings. It sounds like someone unlocked some kind of superpower, but in real life, it's far less dramatic. All it really means is this result is unlikely to be random given the assumptions we made. But that's. It doesn't mean it's important. Right. Doesn't mean it's big. And it definitely doesn't mean you should bet your business on it. My opinion, that's probably more than you wanted to know.
B (2:14)
