Why should we experiment with inflation when Gavin Wood himself came up with a great idea:
https://www.youtube.com/watch?v=O3kRAVBTkfs — 1:31:40 timing
The point is create a maximum supply value, such as Pi number (3.14159) so inflation will be 10% of the difference between the maximum supply and the current supply. In other words, inflation will be 10% of the remaining supply.
Example:
Now we have around 1 500 000 000 $DOT, if we set maximum supply value on 3 141 590 000 its mean with inflation rate 10% our inflation will be:
inflation in first year:
%10 from (3 141 590 000 - 1 500 000 000) = %10 from (1 641 590 000) = 164 159 000 $dot
supply after first year:
1 500 000 000 + 164 159 000 = 1 664 159 000 $dot
inflation in second year:
%10 from (3 141 590 000 - 1 664 159 000) = %10 from (1 477 431 000) = 147 743 100 $dot
supply after second year:
1 664 159 000 + 147 743 100 = 1 811 902 100 $dot
And so on. The point is that we will never reach maximum supply, or rather, it will take decades. The same with $btc. I hope everyone understood the formula proposed by @gavofyork on interwiev with @TheKusamarian .
Although I hope I haven't made any mistakes, there is still such a chance, so I advise everyone to watch a part of interview.
I believe that of those currently offered, this model has a number of advantages:
The diferences between WFC by Jonas and WFC #1216 not sensitive. I would even say @gavofyork proposal is even better: because in the first year, no one will feel the changes, this will allow you to get used to smooth changes. And in the further years, inflation will not be much different, and still be a little less in WFC #1216, which is also an advantage. Since we no longer have parachain auctions. And of course, all the advantages that I wrote about above.
— MY ADDITION
All I want to change in Gavin's proposal is the final maximum supply. I want to change it from the proposed number Pi ( 3.14159) to a smaller one - Euler's number ( 2.71828 ). Gavin said it could be any beautiful or interesting number, so I picked Euler's number, also because Polkadot community expresses interest in a slightly greater decreasing inflation. There is 13.47% of difference, which is very insignificant, very conservative.
— VOTING FOR
So, by voting for this proposal you are voting for the inflation reduction model proposed by the Founder of Polkadot - Gavin Wood. All the details in the video (don't be lazy, spend 9 minutes of your life watching it), plus my idea to change the number Pi to Euler's number.
— REVERSIBILITY OF YOUR VOICE IN THE FUTURE
If this WFC will be successfully passed, it will not mean immediate changes on chain. This vote only represents the opinion and desire of the community. If approved, the next WFC will compete in popularity with WFC "#1139 Polkadot's Economics Parameters: Proposal 3 (8% total inflation in the first year, then gradually decreasing)"
If this WFC will be successfully passed, and then if this WFC will be more popular in competition with WFC #1139 next steps will be inviting Polkadot Founder — Gavin Wood to create a final referendum with changes in the chain.
— SOME FACTS AND MATHEMATICS
number Pi — 3.14159
Euler's number — 2.71828
Euler's number (e) is an irrational mathematical constant approximately equal to 2.71828. It plays a key role in calculus, especially in the study of exponential growth and decay, and is the base of the natural logarithm. The number e appears in many areas of mathematics, including complex analysis, probability theory, and differential equations.
What is remarkable is that if we do the calculations, we get approximately the same inflation rate with WFC #1139, in the same time gaining the prospect of optimism from current and future investors due to maximum supply. We will really calm investors down when they see that our supply will never even multiply by 2. Because now I notice a lot of talk like every 7 years our supply doubles, this really sounds scary. And also in this WFC we really do get light at the end of the tunnel, there will be no need to plunge every year into the fog of disputes about the constant reduction of inflation.
Inflation Model: Gavin Wood proposed a model where inflation is set at 10% of the difference between the maximum supply and the current supply. This ensures gradual inflation without ever reaching the maximum supply.
Example Calculation:
Advantages:
Proposed Change: The author suggests using Euler's number (2.71828) instead of Pi for the maximum supply, aiming for a slightly lower inflation rate.
Voting: The proposal aims to gain community support and, if approved, will compete with other proposals like WFC #1139.
Mathematical Context: Euler's number (e) is a mathematical constant used in various fields, including calculus and probability theory.
Investor Impact: The proposal aims to calm investor fears about rapid supply increases and provide a clear, optimistic outlook.
Threshold
You are wrong. The decreasing inflation schedule will be built into the root referendum that sets it to 8% in the first year. You are basing your motivation on a problem that does not exist. Please read the previous discussions on the topic very very carefully. You can find the necessary resources in each of the previous WFCs.
A great thing about the previous set of WFCs is that the community actually did not split into multiple camps but rallied behind one solution.