ι = 0 — Verified On-Chain
Shariah Compliance Proof
Every value on this page is read live from our verified smart contracts on Arbitrum Sepolia. No trust required — verify it yourself on Arbiscan.
Live On-Chain Verification
Mark Price (OracleAdapter)—
Index Price (OracleAdapter)—
F computed = (Mark−Index)/Index—
F on-chain (FundingEngine.getFundingRate)loading...
ι (interest parameter)0 ← hardcoded constant
Insurance Fund—
Values refresh every 10–15 seconds from Arbitrum Sepolia (chainId 421614).
Islamic Finance Principles
Mathematical Proof (Ackerer et al. 2024)
Grand Valuation Equation (Ackerer Theorem 3):
F = (r_a − r_b − ι) × x + (Mark − Index) / Index
For stablecoin-margined perps (USDC):
r_a ≈ r_b (both legs use USDC, same borrowing cost)
∴ r_a − r_b = 0
∴ F = −ι × x + (Mark − Index) / Index
No-arbitrage + Proposition 3 uniquely determines ι = 0
r_a ≈ r_b (both legs use USDC, same borrowing cost)
∴ r_a − r_b = 0
∴ F = −ι × x + (Mark − Index) / Index
No-arbitrage + Proposition 3 uniquely determines ι = 0
∴ F = (Mark − Index) / Index [no riba term]
Reference: Ackerer, D., Hugonnier, J., & Jermann, U. (2024). Perpetual Futures Pricing. Swiss Finance Institute Research Paper. The full paper is available on SSRN. The BarakaDapp implementation follows Theorem 3 and Proposition 3 precisely — see NatSpec comments in FundingEngine.sol.