The Ideation Process of the New AI Framework

Jul 6, 2024107

AI Translation

This post is translated from Chinese into English through AI.View Original

AI-generated summary

Computers are essentially discrete finite state machines, with the encoding space needed for n bits being log(2,(2^n)!) bit. The difference in space needed for direct permutation and full permutation state machines is not significant. However, the space needed for traversal is much larger. It is challenging to traverse spaces with a large number of bits, with 64 bits requiring a significant number of iterations. Writing on mainstream platforms may not be as enduring as on blockchain, which offers more lasting preservation. It is hoped that future mainstream coins with low gas fees can operate sustainably.

Computer is essentially a discrete finite state machine.
For a finite state machine composed of n bits of states, the space required for encoding is log(2,(2^n)!) bits, which is not significantly different from the space required for a direct full permutation state machine, approximately the former is 2/3 of the latter.
However, there is a significant difference in the space required for traversal. The total permutations are (2^n)^(2^n), which is approximately 1.84e19 for a 4-bit scenario. But the actual space required is (2^n)!, which is only 2.09e13 for a 4-bit scenario, reaching a magnitude of 35 for 5 bits. If one wants to traverse the space, with current hardware, 4 bits are already the limit. Traversing 64 bits would require 1.8e19 times. (2^n)

Writing on mainstream platforms always feels like worrying about disappearing one day. Articles on the blockchain may last longer than words carved in stone. Hopefully, some mainstream coins with low gas fees will emerge in the future and operate sustainably.