When many people mention zero-knowledge proofs, they feel that this is an extremely cutting-edge and abstract concept. But Lagrange has applied it in the most practical place - cross-chain verification.
For example, when an event occurs on one chain, how does another chain confirm that this event is real? The traditional approach relies on third-party relays or cross-chain bridges, but these all carry trust risks. Lagrange's method is to mathematically represent this event through zero-knowledge proofs, allowing the other chain to directly verify the proof itself without needing to rely on external trust.
It's like when you need to prove that you can solve a problem; you don't have to show the entire problem-solving process, but rather provide a mathematical answer that anyone can verify. This design not only enhances efficiency but also greatly increases security. If the future Web3 world is truly heading towards multi-chain parallelism, this verifiable cross-chain interaction is a foundational puzzle piece.
