Redefining liquidity and value discovery for decentralized stable assets through an innovative dual-pool mechanism and parabolic issuance model.
Three core advantages that form the algorithmic foundation of decentralized stable assets.
The parabolic pricing model x=λy² is driven purely by mathematics, immune to human manipulation. Every mint cost is publicly computed from on-chain parameters — truly transparent, predictable, and immutable.
QPool internal minting and AMM external market-making are seamlessly coupled through a fee recycling channel. When prices diverge, automatic adjustments are triggered, restoring the peg without external intervention.
Deeply integrated with the AIGridVerse global compute network, using on-chain verifiable compute snapshots as share credentials. Every unit of stable asset is backed by real compute resources.
The AIGridVerse compute network generates timed snapshots, hash-anchored on-chain to produce immutable share credentials.
Share holders inject USDT and mint stable assets at the parabolic price x=λy² — early participants enjoy a better rate.
Stable assets enter the AMM external pool for circulation; fees are automatically recycled back to QPool, forming a self-balancing price loop.
Mint price ascends along a parabolic curve; early participation enjoys higher efficiency. λ is governed on-chain.
The external AMM pool maintains x·y=k; liquidity rewards peak as the price converges to 1:1.