zkProof Verification

The verification of zkProofs (Zero-Knowledge Proofs) involves complex mathematical equations that ensure the validity of off-chain transactions before they are committed to the mainnet. This verification process is crucial for maintaining the integrity and security of the blockchain.

The general form of a zkProof verification equation is:

$V(π)=∑ i=1 n ​ α i ​ ⋅f i ​ (π i ​ )$

where $π$ represents a zkProof, $αi$ are constants, and $fi$ are functions associated with the proof. This equation ensures that only valid proofs are accepted, thereby maintaining the integrity of the transaction and preventing fraudulent activities.