Recursive Proof Aggregation

Aggregation

⎊ Recursive Proof Aggregation is a cryptographic technique where a proof that verifies a set of prior proofs is itself proven, allowing for the creation of a single, compact proof representing an arbitrarily large sequence of computations. This nesting is vital for scaling solutions, as it drastically reduces the L1 verification expense associated with settling massive batches of transactions or complex derivative calculations. The efficiency gain is exponential with the depth of recursion.