spurious scholar
Step 1: Gather a bunch of data. There are 25,156 variables in my database. The data ranges from the mundane (air pollution in Chicago) to the weird (Hotdogs consumed by Nathan's Hot Dog Eating Competition Champion) to the super-niche (How clickbait-y Numberphile YouTube video titles are, as rated by an AI).
Step 2: Dredge that data to find random correlations between variables. "Dredging data" means taking one variable and correlating it against every other variable just to see what sticks. It's a dangerous way to go about analysis, because any sufficiently large dataset will yield strong correlations completely at random.
Fun fact: the chart used on the wikipedia page to demonstrate data dredging is also from me. I've been being naughty with data since 2014.
Step 3: Calculate the correlation coefficient, confidence interval, and p-value to see if the connection is statistically significant. "Statistically significant" is a misleading term. It sounds like it means "statistically significant" because, you know, those are the same two words. Unfortunately statistical significance is a technical term that means mumble mumble at least as extreme mumble mumble null hypothesis mumble mumble probability mumble mumble p-values.
You know what? Forget the technical definition. "Statistically significant" just means "someone did some fancy math."
I really did the fancy math below and you can check it by clicking on the "view detailed data" link under each paper. And these really do qualify as "statistically significant" in the technical sense. It's just that "statistically significant" does not mean the results are "significant."
Step 4: If it is, have a large language model draft a research paper.
Step 5: Remind everyone that these papers are AI-generated and are not real. Seriously, just pick one and read the lit review section. The silliness of the papers is an artifact of me (1) having fun and (2) acknowledging that realistic-looking AI-generated noise is a real concern for academic research (peer reviews in particular).
The papers could sound more realistic than they do, but I intentionally prompted the model to write papers that look real but sound silly.
Also: every page says "This paper is AI-generated" at the bottom and the first letters of the names of the authors always spell out C-H-A-T-G-P-T.
Step 6: ...publish:
The International Journal of Quirky Ecology
r=0.949 · 95% conf. int. [0.873,0.980] · r2=0.900 · p < 0.01
Generated Jan 2024 · View data details
The Journal of Whimsical Financial Adventures
r=0.913 · 95% conf. int. [0.795,0.965] · r2=0.834 · p < 0.01
Generated Jan 2024 · View data details
Journal of Gastronomic Economics and Finance
r=0.905 · 95% conf. int. [0.777,0.961] · r2=0.819 · p < 0.01
Generated Jan 2024 · View data details
The Journal of Financial Pseudoscience
r=0.968 · 95% conf. int. [0.922,0.987] · r2=0.937 · p < 0.01
Generated Jan 2024 · View data details
Journal of Athletic and Academic Quirks
r=0.863 · 95% conf. int. [0.664,0.948] · r2=0.745 · p < 0.01
Generated Jan 2024 · View data details
Journal of Military Technology and Bioenergy Integration
r=0.996 · 95% conf. int. [0.984,0.999] · r2=0.993 · p < 0.01
Generated Jan 2024 · View data details
The Journal of Sports Psychology and Education
r=0.831 · 95% conf. int. [0.614,0.931] · r2=0.690 · p < 0.01
Generated Jan 2024 · View data details
The Journal of Sports Analytics and Performance Metrics
r=0.769 · 95% conf. int. [0.620,0.864] · r2=0.591 · p < 0.01
Generated Jan 2024 · View data details
The Journal of Genetically Modified Organisms and Sports Legacies
r=0.809 · 95% conf. int. [0.580,0.920] · r2=0.654 · p < 0.01
Generated Jan 2024 · View data details
The Journal of Statistical Sports Analysis
r=0.747 · 95% conf. int. [0.430,0.900] · r2=0.558 · p < 0.01
Generated Jan 2024 · View data details
The International Journal of Linguistic Logistics
r=0.876 · 95% conf. int. [0.700,0.952] · r2=0.767 · p < 0.01
Generated Jan 2024 · View data details
The Journal of Frivolous Hilarity and Eccentric Research
r=0.928 · 95% conf. int. [0.823,0.971] · r2=0.861 · p < 0.01
Generated Jan 2024 · View data details
Journal of Geospatial Transportation Studies
r=0.990 · 95% conf. int. [0.950,0.998] · r2=0.979 · p < 0.01
Generated Jan 2024 · View data details
Journal of Quantum Quirkology
r=0.938 · 95% conf. int. [0.843,0.976] · r2=0.880 · p < 0.01
Generated Jan 2024 · View data details
The International Journal of Quirky Social Science Research
r=0.950 · 95% conf. int. [0.871,0.981] · r2=0.902 · p < 0.01
Generated Jan 2024 · View data details
The Journal of Cosmetic Criminology
r=0.875 · 95% conf. int. [0.627,0.962] · r2=0.766 · p < 0.01
Generated Jan 2024 · View data details
The Journal of Transportation Anthropology
r=0.877 · 95% conf. int. [0.675,0.957] · r2=0.770 · p < 0.01
Generated Jan 2024 · View data details
The Journal of Eclectic Environmental Dynamics
r=0.650 · 95% conf. int. [0.404,0.808] · r2=0.422 · p < 0.01
Generated Jan 2024 · View data details
The Journal of Eclectic Environmental Economics
r=0.763 · 95% conf. int. [0.504,0.896] · r2=0.583 · p < 0.01
Generated Jan 2024 · View data details
The International Journal of Solar Ecology and Atmospheric Chemistry
r=0.999 · 95% conf. int. [0.996,1.000] · r2=0.998 · p < 0.01
Generated Jan 2024 · View data details
The Journal of Ecological Entanglements
r=0.799 · 95% conf. int. [0.656,0.887] · r2=0.639 · p < 0.01
Generated Jan 2024 · View data details
The Journal of Cosmic Conundrums
r=0.930 · 95% conf. int. [0.875,0.962] · r2=0.865 · p < 0.01
Generated Jan 2024 · View data details
The Journal of Dairy Economics and Financial Analysis
r=0.902 · 95% conf. int. [0.766,0.961] · r2=0.814 · p < 0.01
Generated Jan 2024 · View data details
The Journal of Agrochemical Economics and Financial Analysis
r=0.836 · 95% conf. int. [0.625,0.933] · r2=0.700 · p < 0.01
Generated Jan 2024 · View data details
The Journal of Renewable Energy and Financial Analytics
r=0.843 · 95% conf. int. [0.639,0.936] · r2=0.711 · p < 0.01
Generated Jan 2024 · View data details
Currently viewing 25 of 4,731 spurious research papers
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Why this works
- Data dredging: I have 25,156 variables in my database. I compare all these variables against each other to find ones that randomly match up. That's 632,824,336 correlation calculations! This is called “data dredging.”
Fun fact: the chart used on the wikipedia page to demonstrate data dredging is also from me. I've been being naughty with data since 2014.
Instead of starting with a hypothesis and testing it, I isntead tossed a bunch of data in a blender to see what correlations would shake out. It’s a dangerous way to go about analysis, because any sufficiently large dataset will yield strong correlations completely at random. - Lack of causal connection: There is probably no direct connection between these variables, despite what the AI says above.
Because these pages are automatically generated, it's possible that the two variables you are viewing are in fact causually related. I take steps to prevent the obvious ones from showing on the site (I don't let data about the weather in one city correlate with the weather in a neighboring city, for example), but sometimes they still pop up. If they are related, cool! You found a loophole.
This is exacerbated by the fact that I used "Years" as the base variable. Lots of things happen in a year that are not related to each other! Most studies would use something like "one person" in stead of "one year" to be the "thing" studied. - Observations not independent: For many variables, sequential years are not independent of each other. You will often see trend-lines form. If a population of people is continuously doing something every day, there is no reason to think they would suddenly change how they are doing that thing on January 1. A naive p-value calculation does not take this into account.
You will calculate a lower chance of "randomly" achieving the result than represents reality.
To be more specific: p-value tests are probability values, where you are calculating the probability of achieving a result at least as extreme as you found completely by chance. When calculating a p-value, you need to assert how many "degrees of freedom" your variable has. I count each year (minus one) as a "degree of freedom," but this is misleading for continuous variables.
This kind of thing can creep up on you pretty easily when using p-values, which is why it's best to take it as "one of many" inputs that help you assess the results of your analysis.
- Outliers: Some datasets here have outliers which drag up the correlation.
In concept, "outlier" just means "way different than the rest of your dataset." When calculating a correlation like this, they are particularly impactful because a single outlier can substantially increase your correlation.
Because this page is automatically generated, I don't know whether any of the charts displayed on it have outliers. I'm just a footnote. ¯\_(ツ)_/¯
I intentionally mishandeled outliers, which makes the correlation look extra strong.
Spurious Scholar was launched January 27, 2024. If you have feedback on it, I'd love to hear from you! Shoot me a note: feedback@tylervigen.com.
