9. Tokenomics & Economic Model

9.1 Emission Schedules

To maintain a balanced ecosystem, token emission may follow a logarithmic decay model:

E(t)=E0⋅e−ktE(t) = E_0 \cdot e^{-k t}E(t)=E0​⋅e−kt

Where:

• E0E_0E0​ is the initial emission rate.

• kkk is the decay constant.

• ttt is time in epochs.

9.2 Liquidity Provision Incentives

Users can stake tokens into liquidity pools, earning fees and additional yield. This fosters a robust secondary market for the token, stabilizing price volatility.

9.3 Deflationary Mechanics

A small transaction fee could be burned to encourage long-term token appreciation. Burn rates could be dynamically adjusted based on market conditions.