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Expand Up @@ -112,7 +112,7 @@ Computing an opening proof of a degree-$n$ polynomial requires $n$ scalar multip

The [IPA](https://eprint.iacr.org/2019/1177.pdf) PCS has worse asymptotics than KZG but can be instantiated over non-pairing friendly curves.

We utilize the Grumpkin elliptic curve as part of the Goblin Plonk protocol, where we utilize the curve cycle formed between BN254 and Grumpkin to translate expensiven on-native BN254 group operations in a BN254 circuit, into native group operations in a Grumpkin circuit.
We utilize the Grumpkin elliptic curve as part of the Goblin Plonk protocol, where we utilize the curve cycle formed between BN254 and Grumpkin to translate expensive non-native BN254 group operations in a BN254 circuit, into native group operations in a Grumpkin circuit.

Computing an opening proof of a degree-$n$ polynomial requires $2n$ scalar multiplications, with a $O(logn)$ proof size and an $O(n)$ verifier time.

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