Joycian dulatri is equal to \(\text g(19683,1,1,4,3,3)\) in Joyce's More Generalized Exponential Notation.[1][2][3] The value was created by Andre Joyce as a failed attempt to define the Bowersism dulatri. This number is approximately equal to 3{{1}}19684 , upper bounded by G(19683), while the real value of dulatri is even larger, which is {3,3(0,2)2}.
Approximations[]
Notation | Approximation |
---|---|
BEAF | {3,19684,1,2} |
Chained arrow notation | 3 → 3 → 19683 → 2 |
Sources[]
- ↑ Pointless Gigantic List of Numbers Part 4: (order type w to w^w). Pointless Large Number Stuff. Retrieved 2021-07-26.
- ↑ Saibian, Sbiis. 3.2.8 - Andre Joyce - Large Numbers. Retrieved 2021-07-26.
- ↑ The old webpage that lists "dulatri"