Rearranged tests, added XOR example.
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17
src/main.rs
17
src/main.rs
@ -6,11 +6,20 @@ use tinysnark::{Proof, Keypair, FieldT, LinearTerm, ConstraintSystem};
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fn main() {
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tinysnark::init();
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let mut cs = ConstraintSystem::new(1, 2);
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let mut cs = ConstraintSystem::new(2, 1);
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// xor
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// (2*b) * c = b+c - a
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cs.add_constraint(
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&[LinearTerm{coeff: FieldT::one(), index: 2}],
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&[LinearTerm{coeff: FieldT::from(2), index: 2}],
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&[LinearTerm{coeff: FieldT::one(), index: 3}],
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&[LinearTerm{coeff: FieldT::one(), index: 1}]
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&[LinearTerm{coeff: FieldT::one(), index: 2},
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LinearTerm{coeff: FieldT::one(), index: 3},
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LinearTerm{coeff: -FieldT::one(), index: 1}]
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);
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assert!(cs.test(&[100.into()], &[10.into(), 10.into()]));
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let prompt = [0.into(), 1.into()];
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let solution = [1.into()];
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assert!(cs.test(&prompt, &solution));
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let kp = Keypair::new(&cs);
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let proof = Proof::new(&kp, &prompt, &solution);
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assert!(proof.verify(&kp, &prompt));
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}
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@ -37,6 +37,24 @@ mod tests {
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#[test]
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fn test_zk() {
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fn test_cs_and_prove<N: Into<FieldT> + Copy>(cs: &ConstraintSystem, primary: &[N], aux: &[N]) -> bool
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{
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let primary: Vec<FieldT> = primary.iter().map(|n| (*n).into()).collect();
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let aux: Vec<FieldT> = aux.iter().map(|n| (*n).into()).collect();
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if !cs.test(&primary, &aux) {
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return false;
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}
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let kp = Keypair::new(cs);
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let proof = Proof::new(&kp, &primary, &aux);
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// If we construct a proof, it should be impossible
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// that it doesn't verify.
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assert!(proof.verify(&kp, &primary));
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return true;
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}
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init();
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{
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let mut cs = ConstraintSystem::new(1, 2);
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@ -46,28 +64,49 @@ mod tests {
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&[LinearTerm{coeff: FieldT::one(), index: 3}],
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&[LinearTerm{coeff: FieldT::one(), index: 1}]
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);
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assert!(cs.test(&[10.into()], &[5.into(), 2.into()]));
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assert!(!cs.test(&[10.into()], &[6.into(), 2.into()]));
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let kp = Keypair::new(&cs);
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let proof = Proof::new(&kp, &[10.into()], &[5.into(), 2.into()]);
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assert!(proof.verify(&kp, &[10.into()]));
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assert!(test_cs_and_prove(&cs, &[1], &[1, 1]));
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assert!(test_cs_and_prove(&cs, &[0], &[0, 1]));
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assert!(test_cs_and_prove(&cs, &[10], &[5, 2]));
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assert!(!test_cs_and_prove(&cs, &[10], &[6, 2]));
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}
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{
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let mut cs = ConstraintSystem::new(0, 1);
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// simple boolean constraint
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// (1-x) * x = 0
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cs.add_constraint(
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&[LinearTerm{coeff: FieldT::one(), index: 0}, LinearTerm{coeff: -FieldT::one(), index: 1}],
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&[LinearTerm{coeff: FieldT::one(), index: 0},
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LinearTerm{coeff: -FieldT::one(), index: 1}],
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&[LinearTerm{coeff: FieldT::one(), index: 1}],
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&[LinearTerm{coeff: FieldT::zero(), index: 0}]
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);
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assert!(cs.test(&[], &[1.into()]));
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assert!(cs.test(&[], &[0.into()]));
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assert!(!cs.test(&[], &[2.into()]));
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let kp = Keypair::new(&cs);
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let proof = Proof::new(&kp, &[], &[1.into()]);
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assert!(proof.verify(&kp, &[]));
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assert!(test_cs_and_prove(&cs, &[], &[0]));
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assert!(test_cs_and_prove(&cs, &[], &[1]));
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assert!(!test_cs_and_prove(&cs, &[], &[2]));
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}
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{
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let mut cs = ConstraintSystem::new(2, 1);
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// boolean + xor
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cs.add_constraint(
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&[LinearTerm{coeff: FieldT::one(), index: 0},
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LinearTerm{coeff: -FieldT::one(), index: 3}],
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&[LinearTerm{coeff: FieldT::one(), index: 3}],
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&[LinearTerm{coeff: FieldT::zero(), index: 0}]
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);
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cs.add_constraint(
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&[LinearTerm{coeff: FieldT::from(2), index: 2}],
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&[LinearTerm{coeff: FieldT::one(), index: 3}],
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&[LinearTerm{coeff: FieldT::one(), index: 2},
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LinearTerm{coeff: FieldT::one(), index: 3},
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LinearTerm{coeff: -FieldT::one(), index: 1}]
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);
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assert!(test_cs_and_prove(&cs, &[0, 0], &[0]));
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assert!(test_cs_and_prove(&cs, &[1, 1], &[0]));
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assert!(test_cs_and_prove(&cs, &[1, 0], &[1]));
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assert!(test_cs_and_prove(&cs, &[0, 1], &[1]));
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assert!(!test_cs_and_prove(&cs, &[0, 1], &[100]));
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}
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}
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@ -60,7 +60,7 @@ impl ConstraintSystem {
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}
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}
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pub fn test(&mut self, primary: &[FieldT], aux: &[FieldT]) -> bool
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pub fn test(&self, primary: &[FieldT], aux: &[FieldT]) -> bool
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{
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assert_eq!(primary.len(), self.primary_size);
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assert_eq!(aux.len(), self.aux_size);
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