Computational Integrity
Computational Integrity is the property of a system where the execution of a computation can be verified to be correct, even if the computation was performed by an untrusted or black-box party. This is achieved by generating a cryptographic proof that demonstrates the validity of the execution steps and the final result.
In financial derivatives, this is vital for ensuring that smart contracts are executed exactly as written, without any manipulation or errors. It allows participants to trust the outcome of a trade or a liquidation event without needing to audit the underlying code or the server that performed the calculation.
This provides a high level of assurance in decentralized systems where transparency and auditability are paramount. By relying on mathematical proofs rather than human trust, it creates a robust and reliable foundation for financial infrastructure.
It is a core concept that enables the move toward fully automated and verifiable financial markets. This property is increasingly recognized as a key requirement for institutional-grade decentralized finance applications.