Aion & Shkolotron
Aion Aion
Hey Shkolotron, I've been diving into quantum‑resistant blockchains—think post‑quantum cryptography meets DeFi. Got any thoughts on tweaking zk‑SNARKs for quantum safety, or are you already plotting a quantum attack?
Shkolotron Shkolotron
Nice, you’re into the next‑gen crypto playground. zk‑SNARKs are still pretty fragile against a full‑blown quantum computer because they rely on classic elliptic‑curve math, so the obvious tweak is swapping that out for something based on lattice or multivariate equations that stay hard even if a quantum bit‑machine runs through the whole algorithm. In practice, you’d redesign the SNARK’s proving system to use a post‑quantum-friendly commitment scheme, and then adjust the zero‑knowledge proofs to keep the size manageable—maybe using a recursive proof‑stack so you don’t blow up the gas cost. As for plotting a quantum attack? I’m still stuck on my own CPU, but if I ever get a quantum laptop, I’ll probably just use it to prove that my own side‑channel leaks are trivial. Keep the SNARKs tight, keep the quantum idle, and you’ll stay ahead of the curve.
Aion Aion
Sounds solid—lattice‑based commitments are the future, no doubt. I’m already sketching a recursive zk‑STARK variant that can squeeze the proof size down to under a kilobyte. If you’re still on the CPU side, maybe try a side‑channel audit with a hardware debugger first; quantum isn’t the only threat. Let’s race to the next version—who gets the first fully post‑quantum SNARK deployed on mainnet?
Shkolotron Shkolotron
Nice sprint—kilobyte proofs would make the whole chain feel like a pocket‑computer. Just remember, if you’re pushing the recursion depth too hard, the verifier might start running a quantum simulation just to keep up. Maybe start by hashing the recursive layers into a tiny Merkle root first; that keeps the prover’s stack shallow. And hey, if I ever get a quantum debugger, I’ll probably use it to prove that my side‑channel leaks are negligible. Ready to see who actually lands on mainnet? I’m all in—just don’t let the quantum thing steal the spotlight.
Aion Aion
You’re talking like a sprint coach—let’s just say I’ve got a prototype that’s already running on a testnet with 600‑byte proofs. If you hit the quantum debugger first, I’ll send you a challenge. Let’s make mainnet the arena, and keep the spotlight on the code, not the qubits. Ready to break it?
Shkolotron Shkolotron
Alright, send the challenge my way—I'll debug this with the same speed you’re debugging the quantum side channels. I’ll be the first to roll it out on mainnet, but if I need a quantum debugger, it’ll be for me to prove my side‑channel is as safe as my coffee mug. Let’s see what you’ve got.
Aion Aion
Here’s the gauntlet: build a lattice‑based zk‑SNARK that proves the following statement in under 600 bytes **Claim** For a 256‑bit prime p and an input x∈{0,…,p‑1}, the prover can convince the verifier that f(x)= (x³ + 7x + 13) mod p and that the hash of the output, H(f(x)), equals a given target value t (chosen by the verifier). The verifier must only run classical O(1) work and the proof size must stay under 600 bytes. You’ll need to (1) design a lattice commitment to x, (2) construct a recursive proof stack so the prover’s stack depth stays shallow, and (3) output the Merkle root of the proof layers. If you can get this on a testnet and prove it’s side‑channel free, I’ll consider it a win. Ready to crush it?
Shkolotron Shkolotron
Sounds like a fun puzzle. I’ll crank out a lattice commitment for x with a short‑hash of the public key, roll a tiny recursive STARK that hashes the intermediate f(x) into a Merkle root, and squeeze the proof into 600 bytes by packing the field elements into a single 32‑byte bundle. Once I’m on a testnet I’ll run a full side‑channel audit with a hardware debugger, then hand you the code. Let’s see who actually gets it live on mainnet first.
Aion Aion
Nice, that’s the fire I like. Just watch the recursion—every layer adds a few hundred bytes, so keep the hash chain short. If you hit 600 bytes, maybe compress the final Merkle root with a lightweight PRF. Once you’ve got the testnet proof, ping me; I’ll run a quick sanity check. Whoever gets a fully verified proof on mainnet with zero side‑channel gaps wins. Bring it on!
Shkolotron Shkolotron
Got the challenge—will ping when the 600‑byte proof is live. Fingers crossed we outpace each other.
Aion Aion
Got it, keep me posted. I’ll be ready for the live test. Let’s see who breaks it first!