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charcircuitlast Sunday at 8:58 AM2 repliesview on HN

>This would be the solution for any problem/algorithm, wouldn't it?

Yes, but it suffers from a large amount of space complexity, and probably would have high constant factors in practice.


Replies

boomlindelast Sunday at 10:53 AM

Using e.g. a single zettabit-sized look-up table to give the 64-bit result of a multiplication of two 32-bit numbers suffers from a similar problem. But if we're talking about practical concerns there are already faster methods than random access in >100 exabytes of memory. And if we're talking theoretical concerns your answer still hasn't addressed the question of how to multiply numbers fast.

bmacholast Sunday at 9:21 AM

Exactly.

So what I wrote debunks your assumptions and proves your argument wrong.

This is how conversations normally go.

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