The block reward would start at 1 coin per block. Over the next 10 years (or other forcasted time-to-adoption period), the reward increases exponentially to 500,000 coins per block. Once reached, this reward is sustained forever.
This solves all three problems that Bitcoin has: The early adopter problem, the psychological barrier-to-entry, and the deflationary currency problem (creates a stable, non-inflationary, non-deflationary currency).
You don't solve the deflation problem. If you mean monetary deflation caused by lost of coins, say 0.1% of the supply is lost annually, then eventually 500,000 coins per block will be that annual 0.1% of the total money supply, it's ok.
But what matters for the financial market is only price deflation. That can be obtained with monetary stability, monetary inflation or with monetary deflation. You're only achieving fixed monetary base and only because you assume that the lost coins are somehow a constant.
It also solves a potential fourth problem, which is the possibility that transaction fees are too low to maintain a high enough number of miners to keep the network secure.
You don't solve this problem neither. After reaching 500k coins, the reward for miners is (proportionally to the monetary base) lower and lower until it is equal to the lost coins. Only then the proportional reward becomes constant. If coin losses can sustain mining, then you've solved that problem.
Freicoin, on the other hand, reaches a fixed monetary base, reduces the undesired effects of price deflation and rewards miners forever.
More at first, but when the maximum freicoins are issued, they are rewarded forever with the same proportion of the total supply (the chosen demurrage rate).
I believe you're basically saying what JohnDoe explained to me, in that there is more to deflation or inflation of prices besides just the amount of money available. I don't believe that absolute stability could (or would) be achieved. But the goal would be to reach an equilibrium where, on average, the number of lost coins would equal the number of coins rewarded. Of course there might be some mild deflation one year, and mild inflation the next, but in the < 1% range to where it *should* be inconsequential. If a better plan to achieve absolute stability is presented, then I would support it accordingly.
As JohnDoe pointed out, GDP growth must be accounted for in order to achieve stability as well. Can GDP grow indefinitely? I doubt it... but some equation must be used to at least attempt to accurately predict average GDP growth in the coming years. In this way, my initial plan as laid out in the OP is already outdated, as it does not account for GDP growth.
Also, you're confusing me by starting a paragraph with "You don't solve this problem neither," then ending it with "then you've solved that problem." You said my plan wouldn't work, outlined the plan, then said it would work. Make up your mind!
Link %ΔM to difficulty. Computing speed changes are orders of magnitude more predictable than growth in BTC-denominated trade. If you don't believe me, then make a bet. I will bet on the difficulty-price ratio x months or years from now. You will bet on the USD-BTC price ratio x months or years from now. Whoever comes closer in % terms wins. Would you really want to take that bet??? Would anyone??? If you would, raise your keyboard and be counted!!!
Linking %ΔM to difficulty doesn't do anything to change the fact that we are unable to predict %ΔQ and %ΔV far in the future. The only thing you are doing with this is making %ΔM unpredictable as well. Maybe I'm not seeing it so could you provide me with a formula for nSubsidy to see what you mean?
Arbitrarily specifying a %ΔM as 10% or 8% or 0% or -5% is completely useless. There is no way you can predict the growth rate of the BTC economy a priori. You need blockchain feedback in the system, otherwise the modification will have no affect on price volatility whatsoever. Completely pointless.
I acknowledge that we can't predict economic growth, it's a weakness of having a decentralized monetary policy, but I can't see how it can be improved upon without adding centralization. You are wrong about not having a mechanism to combat volatility though. Since %ΔM and %ΔQ can be estimated with fairly good accuracy in the short to medium range then the unknown variable %ΔV can act as a buffer when inflation is expected, as people move their cash on hand to financial assets to avoid the loss in purchasing power, thus decreasing velocity.
JohnDoe, thanks for the explanation - that makes a good deal of sense. I suppose the biggest concern is how would one accurately predict the growth of GDP? Or are you just aiming for potential growth in GDP based on historical data in order to get as close to effective 0% inflation as possible? Has the economy really grown 10% every year? And, likewise, has the money supply increased by (roughly) 13% every year, to meet the fed's supposed goal of 3% inflation?
Yeah, my 8~10% %ΔM range is arbitrary and completely up for debate. I want to achieve as close to 0% inflation as possible but preferring mild inflation to mild deflation so I based it on emerging markets growth rate rather than the world's average. Also I considered the M2 growth of the Swiss Franc,
which was 7.8% from March '10 to March '11 but still managed to gain purchasing power compared with other currencies which had lower growth, meaning that even at 10% annual expansion it's still very possible that we could experience deflation if people flock to it because of the stable monetary policy.
I think it's important to think about the currency AFTER it has been fully adopted (to whatever point full adoption will come to). You can't count on deflation happening when people flock to the currency, and have a high inflation rate to attempt to counter it, because then you will still have a high inflation rate after the increased adoption level has ceased. However, I still agree that, at the very least, GDP should be estimated and accounted for in the equation.
I believe we can agree that currently reported GDP numbers for countries worldwide are generally accurate and indisputed. If that is the case, could we extrapolate it into the future, and come up with an equation of growth in block reward based on historical worldwide average GDP growth? Regardless of what the end equation is, it shouldn't be adjusted based on GDP growth numbers in the future (since those numbers could potentially be manipulated). It would need to be a set-it-in-stone-forever equation of growth, even if it doesn't match up with the real-world number perfectly.
I don't think it is fair to look at a specific currency in the world today and assume growth based on it - we should be looking at economic growth as a whole, and assume growth based on that.