Malda
  • Introduction
  • Malda Protocol
    • Architecture
    • End-user lifecycle
    • Global Pools
    • Use Cases
    • Global Interest Rates
    • Rebalancing
    • Global Accounts
    • Future Roadmap Preview
    • Security Properties
  • MALDA GUIDES
    • Malda Testnet
    • Testnet Faucets
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  1. Malda Protocol

Global Interest Rates

Interest rates in Malda are calculated based on the global supply and global borrow of each market.

We are using the following formula

Rsupply=((1+Rborrow)1Blocks Per Year−1)×Total Borrowed×(1−Rreserve)÷Total Supply R_{\text{supply}} = \left(\left(1 + R_{\text{borrow}}\right)^{\frac{1}{\text{Blocks Per Year}}} - 1\right) \times \text{Total Borrowed} \times \left(1 - R_{\text{reserve}}\right) \div \text{Total Supply}Rsupply​=((1+Rborrow​)Blocks Per Year1​−1)×Total Borrowed×(1−Rreserve​)÷Total Supply
Rsupply(APY)=(1+Rsupply)Blocks Per Year−1R_{\text{supply}}^{\text{(APY)}} = \left(1 + R_{\text{supply}}\right)^{\text{Blocks Per Year}} - 1 Rsupply(APY)​=(1+Rsupply​)Blocks Per Year−1

Thanks to the unified global pool design users enjoy the same interest rates across the wider Ethereum ecosystem, providing an excellent opportunity for lenders and borrowers to access better interest rates without navigating between the different L2s of Ethereum, with Malda being positioned as natural arbitrage capturer.

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Last updated 2 months ago