N2 can be exploited equally as linear, just need to divide steem among many accounts. The solution is account based voting imo
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N2 can be exploited equally as linear, just need to divide steem among many accounts. The solution is account based voting imo
Gaming it the way you're mentioning it isn't so straightforward.
https://steemit.com/non-linear/@felixxx/more-n-2-47
And as Dan pointed out:
There are very good arguments that n^2 has too much evil and prevents (or at least inhibits) Steem from growing.
I'm sorry, but you are elevating the Steem white paper to some sort of holy text or carefully researched and peer-reviewed science, and it really isn't that. It is a marketing pitch that got written and implemented in a few months to launch a blockchain product.
I've never implied the Steem white paper couldn't be wrong. I even said I could be wrong about linear rewards many times and I also said I would prefer to be wrong about linear rewards.
It's not necessarily the most fun feeling to disagree with people you care about. It's important to stand up for what we think is true yet remain open about the fact we could be wrong, which is something I've been upfront about.
Fair enough. And disagreeing does not mean that you do not respect or like the person.
For that matter, often when I 'disagree' I'm not even necessarily claiming the statement is incorrect as much as not well supported. (Unsure without review how much this applies to our recent spread-out conversation.)
N2 has it's own problems, like barrier to entry. Whales like Curie can't give massive upvotes to minnows and keep them motivated.
I think a hybrid way of keeping stake linear rewards on steem, and N2 on SMTs with account based voting is ideal. Keep everyone happy. You need to keep investors happy too or they'll just power down and look for different opportunities.
I agree other solutions are possible.
Dividing among accounts makes no difference at all. Votes are added together before n^2 is applied. So (vote_A+vote_B+vote_C)^2 is the same as one account D=A+B+C with all the stake voting once.