Current L1 designs prioritize “Sound Money” (M scarcity), assuming that a rising price (P) is the ultimate signal of success. However, for Based Rollups, which delegate sequencing and security to L1, this creates a Security-to-Value Gap. If an L2’s productivity (Q) outpaces the L1’s market cap, the network becomes a “honey pot” for 51% attacks.
The Proposal
We propose an Elastic Supply Based Rollup Ecosystem where L1 issuance is not fixed, but dynamically adjusted via Algorithmic Soft Forks to maintain a “Functional Constant” (e.g. the cost of energy or a commodity basket).
- The Velocity Identity (MV = PQ)
- Traditional chains treat M as a constant. We treat P as the constant.
Expansion Phase:
When L2 activity (Q) and Velocity (V) spike, the L1 elastically increases M. This prevents P from hyper-appreciating, ensuring that industrial users (B2B) can forecast costs. - The “Eurodollar” Effect:
This creates a liquid, “available” currency that functions as an industrial lubricant rather than a hoarded asset.
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The Security Salary (MMT for Miners)
Based Rollups require a massive, persistent hash rate. By utilizing an elastic supply, the protocol provides a perpetual Security Subsidy. This removes the “Fee-Only Trap” where security collapses if transaction volume dips. Miners become Energy Arbitrageurs with a stable, predictable “salary.” -
The Federated Web 2.5 Bridge
To solve the “Oracle Problem” for the supply adjustment, we utilize a Federated OIDC/Secure Element Bridge.
- Mechanism: Secure industrial sensors (e.g. spectrophotometers, smart valves) provide high-fidelity data on “Real World Productivity.”
- Consensus: Miners monitor the “Industrial Throughput.” If the economy is growing (e.g. 1.25x flow), they signal a soft fork to increase issuance, maintaining the peg.
Conclusion
The future of PoW is not a “Digital Museum” but a Dynamic Industrial Rail. By prioritizing Velocity over Scarcity, we align the incentives of Miners, Corporations (Accenture/Grayscale), and Users into a single, self-correcting Trust Economy.
References
- Friedman, M. (1956). The Quantity Theory of Money: A Restatement. (Foundational theory for MV=PQ).
- Carlsten, M. et al. (2016). On the Instability of Bitcoin Without the Block Reward. (Highlights the danger of decreasing M while Q grows).
- Drake, J. (2023). Based Rollups. (The technical foundation for L1-sequenced L2s).
- Hayek, F.A. (1976). The Denationalization of Money. (On the benefits of private, stable-value currencies).
- Nakamoto, S. (2008). Bitcoin: A Peer-to-Peer Electronic Cash System.
- Citrullin. Federated Web 2.5 DAOs