Infinity is not a big number
10 months ago
- #infinity
- #philosophy
- #mathematics
- The text discusses incomprehensibly large numbers like Knuth arrows, Ackermann numbers, Graham's number, and TREE(3), which defy human conception.
- A Buddhist analogy is used to illustrate the vastness of these numbers, comparing them to the improbability of a turtle surfacing inside a floating tube in the ocean.
- The sum of all natural numbers (1 + 2 + 3 + ...) is mentioned as equating to -1/12, a result derived by mathematicians like Euler and Ramanujan and used in quantum physics.
- The author reflects on the nature of infinity, realizing it's not just an unreachably large number but a concept beyond current understanding, evoking a sense of wonder.
- There's optimism that humanity may one day comprehend infinity, suggesting it's not inherently unknowable, just beyond our current grasp.