Infinite Proofs: The Effects of Mathematics on David Foster Wallace (2012)
David Foster Wallace's literary works, especially "Infinite Jest," incorporate mathematical concepts like fractals, exploring the complex relationship between mathematics and narrative while critiquing scholarly approaches to narrative analysis.
Read original articleDavid Foster Wallace had a profound connection with mathematics, which influenced both his academic pursuits and literary works. He studied modal logic as an undergraduate and wrote extensively on concepts like infinity and set theory, notably in his book "Everything and More." His novel "Infinite Jest" is structured around mathematical principles, specifically modeled after a Sierpinski Gasket, a fractal that reflects chaos and beauty. This unconventional structure, while not overtly noticeable to readers, contributes to the novel's depth and complexity. The article discusses the interplay between mathematics and narrative, highlighting how Wallace's use of fractals may offer a new way to understand literature. It also critiques the attempts of various scholars to apply mathematical models to narrative analysis, suggesting that such approaches often miss the intrinsic qualities of storytelling. The anthology "Circles Disturbed" explores the historical relationship between mathematics and narrative, revealing how cultural contexts shape mathematical understanding. The debate between Platonism and Aristotelianism in mathematics is also examined, illustrating how these philosophical perspectives have influenced mathematical development over centuries. Ultimately, the article posits that while mathematics can provide structure, the essence of storytelling lies in its ability to surprise and engage readers.
- David Foster Wallace integrated mathematical concepts into his literary works.
- "Infinite Jest" is structured like a fractal, reflecting chaos and beauty.
- The relationship between mathematics and narrative is complex and often misunderstood.
- Historical perspectives on mathematics reveal cultural influences on mathematical thought.
- The philosophical debate between Platonism and Aristotelianism has shaped mathematical development.
Related
Work Hard (2007)
The article stresses hard work in mathematics over relying on intelligence or waiting for "Eureka" moments. It emphasizes detailed understanding, research, quality work, and enjoying the process for success.
The Mad Genius Mystery
Psychology Today discusses mathematician Alexander Grothendieck's reclusive life, erratic behavior, and revolutionary contributions to mathematics. The article explores the link between creativity, mental health, and his unique problem-solving approach.
The Joy of Reading Books You Don't Understand
The article explores the joy of reading complex books despite not fully understanding them. It encourages embracing uncertainty, exploring diverse genres, and appreciating narratives for their unique perspectives and storytelling styles.
Math is running out of problems
Mathematics faces a decline in engaging problems, emphasizing complexity and specialization. Advocates propose prioritizing simplicity and elegance over quantity in research to maintain relevance and impact.
Why Does Everyone Hate Haskell, Jazz, and Pure Math?
The article argues that Haskell, jazz, and pure mathematics, often seen as elitist, are crucial for innovation, leading to practical advancements in programming and music, benefiting society overall.
Like in TPK, 0/0 is Infinity and in IJ, Pemulis explains differentiation completely incorrectly, also that stuff about the mean value theorem is irrelevant?!?
Still one of the greatest authors; deep technical correctness is more of a Pynchon thing.
Would like to read but I dont know math.
I am also too addicted. I have had a book on my shelf for 2 years unread.
I listen to 1h of audio book and I love it and then I stop and loose the plot.
oh well.
another artist whose work may be more rigorous in representing ideas from math is Arvo Pârt. even though there are more concrete things in his work than DFWs that you can logically decode, derive, and then transform and expand on them, much of what I've read[1] is still a bunch of woo that uses talking about "math" as a kind of mystical jibjab to elevate other ideas. Pärt worked as a sound and radio engineer and there is some reason to believe he used that practical knowledge in composing, because the logic in the music is very explicit. (visible triangles and linear functions, he has provided sketches of, etc)
there's a difference between writing something that is a metaphor for a mathematical idea as a vehicle for something else, and something that directly encodes the idea where you could derive it again from the thing you've produced. Maybe DFW did that with the Sierpinksi gasket, but I don't get the sense from anyone that he did. I am not a mathematician at all, but I do think if the idea is not independent of the language or representation it's made in, it's just another metaphor and a vehicle for the author.
[1] https://www.cambridge.org/core/books/cambridge-companion-to-...
> In the early 1990s, Wallace was in a relationship with writer Mary Karr. She later described Wallace as obsessive about her and said the relationship was volatile, with Wallace once throwing a coffee table at her as well as physically forcing her out of a car, leaving her to walk home. Years later, she claimed that Wallace's biographer D. T. Max underreported Wallace's abuse. Of Max's account of their relationship, she tweeted: "That's about 2% of what happened." She said that Wallace kicked her, climbed up the side of her house at night, and followed her five-year-old son home from school.
Reference: [0] https://en.wikipedia.org/wiki/David_Foster_Wallace#Abuse_all...
Related
Work Hard (2007)
The article stresses hard work in mathematics over relying on intelligence or waiting for "Eureka" moments. It emphasizes detailed understanding, research, quality work, and enjoying the process for success.
The Mad Genius Mystery
Psychology Today discusses mathematician Alexander Grothendieck's reclusive life, erratic behavior, and revolutionary contributions to mathematics. The article explores the link between creativity, mental health, and his unique problem-solving approach.
The Joy of Reading Books You Don't Understand
The article explores the joy of reading complex books despite not fully understanding them. It encourages embracing uncertainty, exploring diverse genres, and appreciating narratives for their unique perspectives and storytelling styles.
Math is running out of problems
Mathematics faces a decline in engaging problems, emphasizing complexity and specialization. Advocates propose prioritizing simplicity and elegance over quantity in research to maintain relevance and impact.
Why Does Everyone Hate Haskell, Jazz, and Pure Math?
The article argues that Haskell, jazz, and pure mathematics, often seen as elitist, are crucial for innovation, leading to practical advancements in programming and music, benefiting society overall.