The emotional arcs of stories are dominated by six basic shapes
epjdatascience.springeropen.com
epjdatascience.springeropen.com
Maybe there's insight there regardless? Hard to say. But the title could easily be "continuous functions are approximated by Fourier series with six terms" in my opinion.
Yes and their 6 components are actually more like three components if you allow the sign of the amplitude to go negative.
Interestingly, there doesn't seem to be much variation in phase, so it's akin to a real amplitude (though the highest-frequency component does look a bit like it may be time-reversed rather than simply inverted)
I think he identifies 2 primary Biblical narratives - U-shaped plot and inverted U plot - and their role in shaping Western literary and cultural tradition.
U-shaped plot is a descent into a difficult or chaotic situation that represents a fall from a higher state, then proceeding through a series of complications and conflicts that further the sense of alienation or suffering until there is a turning point that leads to a rise in fortune or circumstance, with a positive resolution and the protagonist achieving some form of redemption, success, or happiness.
This could be a literal descent, like being cast out of Paradise, or the Prodigal Son, Job, or Joseph of Egypt (thrown in a well, sold as slave, then in prison), or a metaphorical one, such as losing one's way morally or spiritually.
Inverted U plot examples: king Saul, Samson.
These archetypal narrative structures have been reflected and reinterpreted in literature throughout history.
[1] https://en.wikipedia.org/wiki/The_Hero_with_a_Thousand_Faces
Similar criticisms made regarding it just being the Fourier basis
It would have been very simple to add controls to the book. Include books that should have no arc. For example, a compilation of sonnets or non-fiction.
If you dig through their data in the appendix, you'll see that they did include this but never analyzed it. And the results if you do are really bad for the paper.
https://www.gutenberg.org/ebooks/38887 Why should this book have an arc? It's non-fiction.
https://www.gutenberg.org/ebooks/19994 is a collection of short stories. Again they claim it has an arc.
https://www.gutenberg.org/ebooks/22495 this is literally a collection of puns, that's it. Yet it has an amazing arc according to their data. How is this even remotely plausible?
https://www.gutenberg.org/ebooks/1041 they claim Shakespeare's sonnets have an arc. But.. people can't even agree about the order they're in and in what way/if it's coherent. How can there be an arc?
Seems very dubious.
1. low, high
2. high, low
3. low, high, low
4. high, low, high
5. low, high, low, high
6. high, low, high, low
So, I guess it's mostly saying that there are at most four states... but the Harry Potter graph in the paper looks like 17 states would explain the data better.
From a computer perspective, those are avoided kind of like how all games only want texture in 2 powers, because all other sizes are inconvenient. So everything that's ingested from media like video games is always arriving in a power of 2 format.
Why couldn't they have found 10 more!!
It’s a bit like putting icing on a cake. We may think we want to eat the cake because the icing looks good, but the fact of the matter is 90% of that cake is cake batter. If the batter is bad, then the cake is bad and if the batter is good, then the cake is good. The icing is only valuable in that it creates the illusion of a cohesive whole cake, allowing you to misattribute the deliciousness of the cake to a combination of flavors rather than the individual parts.
It's surprising how often it continues to pop up.