feat(backend): implement gadgets for remaining ops (#228)

* Implement gadgets for remaining ops

* Use overflowing arithmetic ops

* Code review

* Formatting
This commit is contained in:
Ahmad Afuni 2025-05-13 07:34:35 +10:00 committed by GitHub
parent b2cb563eb6
commit 4fa9e20ecd
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2 changed files with 570 additions and 3 deletions

View file

@ -565,6 +565,26 @@ pub trait CircuitBuilderPod<F: RichField + Extendable<D>, const D: usize> {
/// and `y` each consist of two `u32` limbs. /// and `y` each consist of two `u32` limbs.
fn assert_i64_less_if(&mut self, b: BoolTarget, x: ValueTarget, y: ValueTarget); fn assert_i64_less_if(&mut self, b: BoolTarget, x: ValueTarget, y: ValueTarget);
/// Computes `x + y` assuming `x` and `y` are assigned `i64`
/// values.
fn i64_wrapping_add(&mut self, x: ValueTarget, y: ValueTarget) -> ValueTarget;
/// Computes `x + y` assuming `x` and `y` are assigned `i64`
/// values. Enforces no overflow.
fn i64_add(&mut self, x: ValueTarget, y: ValueTarget) -> ValueTarget;
/// Computes `x * y` assuming `x` and `y` are assigned `i64`
/// values. Enforces no overflow.
fn i64_mul(&mut self, x: ValueTarget, y: ValueTarget) -> ValueTarget;
/// Computes the canonical involution of `x` in `i64`, i.e. the
/// negation of `x` as an `i64`.
fn i64_inv(&mut self, x: ValueTarget) -> ValueTarget;
/// Computes the absolute value of `x` *as an element of
/// `i64`*. Includes sign indicator (true if negative).
fn i64_abs(&mut self, x: ValueTarget) -> (ValueTarget, BoolTarget);
/// Creates value target that is a hash of two given values. /// Creates value target that is a hash of two given values.
fn hash_values(&mut self, x: ValueTarget, y: ValueTarget) -> ValueTarget; fn hash_values(&mut self, x: ValueTarget, y: ValueTarget) -> ValueTarget;
@ -716,6 +736,138 @@ impl CircuitBuilderPod<F, D> for CircuitBuilder<F, D> {
assert_limb_lt(self, lhs, rhs); assert_limb_lt(self, lhs, rhs);
} }
fn i64_wrapping_add(&mut self, x: ValueTarget, y: ValueTarget) -> ValueTarget {
let zero = self.zero();
// Add components and carry where appropriate.
let (_, sum) = std::iter::zip(&x.elements[..2], &y.elements[..2]).fold(
(zero, vec![]),
|(carry, out), (&a, &b)| {
let sum = [a, b, carry]
.into_iter()
.reduce(|alpha, beta| self.add(alpha, beta))
.expect("Iterator should be nonempty.");
let (sum_residue, sum_quotient) = self.split_low_high(sum, NUM_BITS, F::BITS);
(sum_quotient, [out, vec![sum_residue]].concat())
},
);
ValueTarget::from_slice(&[sum[0], sum[1], zero, zero])
}
fn i64_add(&mut self, x: ValueTarget, y: ValueTarget) -> ValueTarget {
let zero = self.zero();
let sum = self.i64_wrapping_add(x, y);
// Overflow check.
let x_is_negative = self.i64_is_negative(x);
let x_is_nonnegative = self.not(x_is_negative);
let y_is_negative = self.i64_is_negative(y);
let y_is_nonnegative = self.not(y_is_negative);
let sum_is_negative = self.i64_is_negative(sum);
let sum_is_nonnegative = self.not(sum_is_negative);
let overflow_conditions = [
self.all([x_is_negative, y_is_negative, sum_is_nonnegative]),
self.all([x_is_nonnegative, y_is_nonnegative, sum_is_negative]),
];
let overflow = self.any(overflow_conditions);
self.connect(overflow.target, zero);
sum
}
fn i64_mul(&mut self, x: ValueTarget, y: ValueTarget) -> ValueTarget {
let zero = self.zero();
let i64_min = ValueTarget::from_slice(&self.constants(&RawValue::from(i64::MIN).0));
let (abs_x, x_is_negative) = self.i64_abs(x);
let (abs_y, y_is_negative) = self.i64_abs(y);
// Sign indicators.
let same_sign_ind = self.is_equal(x_is_negative.target, y_is_negative.target);
let prod_sign = self.not(same_sign_ind);
// Determine product of absolute values.
let x = abs_x.elements[..2].to_vec();
let y = abs_y.elements[..2].to_vec();
let prods = [
self.mul(x[0], y[0]),
self.mul(x[0], y[1]),
self.mul(x[1], y[0]),
]
.into_iter()
.map(|p| self.split_low_high(p, NUM_BITS, F::BITS))
.collect::<Vec<_>>();
let prod_lower = prods[0].0;
let (prod_upper, _) = {
let sum1 = self.add(prods[1].0, prods[2].0);
let sum2 = self.add(sum1, prods[0].1);
self.split_low_high(sum2, NUM_BITS, F::BITS)
};
let abs_prod = ValueTarget::from_slice(&[prod_lower, prod_upper, zero, zero]);
// Overflow check: The latter two products in `prods` should
// have zero higher-order coefficients.
let no_spillovers = [
self.is_equal(prods[1].1, zero),
self.is_equal(prods[2].1, zero),
]
.into_iter()
.reduce(|a, b| self.and(a, b))
.expect("Iterator should be nonempty.");
// Overflow check: The product of the higher-order
// coefficients should be zero.
let higher_prod = self.mul(x[1], y[1]);
let higher_prod_is_zero = self.is_equal(higher_prod, zero);
// Overflow check: The product of the absolute values is
// either nonnegative or negative and equal to `i64::MIN`.
let abs_prod_is_negative = self.i64_is_negative(abs_prod);
let abs_prod_is_nonnegative = self.not(abs_prod_is_negative);
let abs_prod_is_min = self.is_equal_slice(&abs_prod.elements, &i64_min.elements);
let abs_prod_sign_ok = self.and(abs_prod_is_min, prod_sign);
let abs_prod_sign_ok = self.or(abs_prod_sign_ok, abs_prod_is_nonnegative);
// Combine the above conditions.
let no_overflow = self.and(abs_prod_sign_ok, higher_prod_is_zero);
let no_overflow = self.and(no_overflow, no_spillovers);
self.assert_one(no_overflow.target);
// Take sign into account.
let minus_abs_prod = self.i64_inv(abs_prod);
self.select_value(prod_sign, minus_abs_prod, abs_prod)
}
fn i64_inv(&mut self, x: ValueTarget) -> ValueTarget {
let zero = self.zero();
let one = ValueTarget::one(self);
let u32_max = self.constant(F::from_canonical_u32(u32::MAX));
let flipped_x = ValueTarget::from_slice(&[
self.sub(u32_max, x.elements[0]),
self.sub(u32_max, x.elements[1]),
zero,
zero,
]);
self.i64_wrapping_add(one, flipped_x)
}
fn i64_abs(&mut self, x: ValueTarget) -> (ValueTarget, BoolTarget) {
let x_is_negative = self.i64_is_negative(x);
let minus_x = self.i64_inv(x);
(self.select_value(x_is_negative, minus_x, x), x_is_negative)
}
fn hash_values(&mut self, x: ValueTarget, y: ValueTarget) -> ValueTarget { fn hash_values(&mut self, x: ValueTarget, y: ValueTarget) -> ValueTarget {
ValueTarget::from_slice( ValueTarget::from_slice(
&self &self
@ -795,9 +947,13 @@ impl CircuitBuilderPod<F, D> for CircuitBuilder<F, D> {
} }
#[cfg(test)] #[cfg(test)]
mod tests { pub(crate) mod tests {
use anyhow::anyhow;
use itertools::Itertools; use itertools::Itertools;
use plonky2::plonk::{circuit_builder::CircuitBuilder, circuit_data::CircuitConfig}; use plonky2::plonk::{
circuit_builder::CircuitBuilder, circuit_data::CircuitConfig,
config::PoseidonGoldilocksConfig,
};
use super::*; use super::*;
use crate::{ use crate::{
@ -808,6 +964,48 @@ mod tests {
middleware::CustomPredicateBatch, middleware::CustomPredicateBatch,
}; };
pub(crate) const I64_TEST_PAIRS: [(i64, i64); 36] = [
// Nonnegative numbers
(0, 0),
(0, 50),
(35, 50),
(483748374, 221672),
(2, 1 << 31),
(2, 1 << 62),
(0, 1 << 62),
(1 << 31, 1 << 62),
(1 << 32, 1 << 32),
(1 << 62, 1 << 62),
(0, i64::MAX),
(i64::MAX, 1 << 62),
(i64::MAX, i64::MAX),
// Negative numbers
(-35, -50),
(-483748374, -221672),
(-(1 << 33), -1),
(-(1 << 32), -(1 << 32)),
(-(1 << 33), -(1 << 29)),
(-(1 << 33), -(1 << 30)),
(-(1 << 33), -(1 << 62)),
(-(1 << 62), -(1 << 62)),
(i64::MIN, -1),
(i64::MIN, -(1 << 31)),
(i64::MIN, -(1 << 62)),
(i64::MIN, i64::MIN),
// Mix of numbers
(-35, 50),
(-483748374, 221672),
(-(1 << 32), (1 << 32)),
(-(1 << 33), (1 << 30) - 1),
(-(1 << 33), (1 << 30)),
(-(1 << 62), (1 << 62)),
(i64::MIN, 0),
(i64::MIN, 1),
(i64::MIN, 1 << 31),
(i64::MIN, 1 << 62),
(i64::MIN, i64::MAX),
];
#[test] #[test]
fn custom_predicate_target() -> frontend::Result<()> { fn custom_predicate_target() -> frontend::Result<()> {
let params = Params::default(); let params = Params::default();
@ -828,7 +1026,7 @@ mod tests {
// generate & verify proof // generate & verify proof
let data = builder.build::<C>(); let data = builder.build::<C>();
let proof = data.prove(pw).expect(&format!("predicate {}", i)); let proof = data.prove(pw).unwrap_or_else(|_| panic!("predicate {}", i));
data.verify(proof.clone()).unwrap(); data.verify(proof.clone()).unwrap();
} }
@ -912,4 +1110,73 @@ mod tests {
Ok(()) Ok(())
} }
#[test]
fn test_i64_addition() -> Result<(), anyhow::Error> {
// Circuit declaration
let config = CircuitConfig::standard_recursion_config();
let mut builder = CircuitBuilder::<F, D>::new(config);
let x_target = ValueTarget::from_slice(&builder.add_virtual_target_arr::<VALUE_SIZE>());
let y_target = ValueTarget::from_slice(&builder.add_virtual_target_arr::<VALUE_SIZE>());
let sum_target = builder.i64_add(x_target, y_target);
let data = builder.build::<PoseidonGoldilocksConfig>();
let params = Params::default();
I64_TEST_PAIRS.into_iter().try_for_each(|(x, y)| {
let mut pw = PartialWitness::<F>::new();
let (sum, overflow) = x.overflowing_add(y);
pw.set_target_arr(&x_target.elements, &RawValue::from(x).to_fields(&params))?;
pw.set_target_arr(&y_target.elements, &RawValue::from(y).to_fields(&params))?;
pw.set_target_arr(
&sum_target.elements,
&RawValue::from(sum).to_fields(&params),
)?;
let proof = data.prove(pw);
match (overflow, proof) {
(false, Ok(pf)) => data.verify(pf),
(false, Err(e)) => Err(anyhow!("Proof failure despite no overflow: {}", e)),
(true, Ok(_)) => Err(anyhow!("Proof success despite overflow.")),
(true, Err(_)) => Ok(()),
}
})
}
#[test]
fn test_i64_multiplication() -> Result<(), anyhow::Error> {
// Circuit declaration
let config = CircuitConfig::standard_recursion_config();
let mut builder = CircuitBuilder::<F, D>::new(config);
let x_target = ValueTarget::from_slice(&builder.add_virtual_target_arr::<VALUE_SIZE>());
let y_target = ValueTarget::from_slice(&builder.add_virtual_target_arr::<VALUE_SIZE>());
let prod_target = builder.i64_mul(x_target, y_target);
let data = builder.build::<PoseidonGoldilocksConfig>();
let params = Params::default();
I64_TEST_PAIRS.into_iter().try_for_each(|(x, y)| {
println!("{}, {}", x, y);
let mut pw = PartialWitness::<F>::new();
let (prod, overflow) = x.overflowing_mul(y);
pw.set_target_arr(&x_target.elements, &RawValue::from(x).to_fields(&params))?;
pw.set_target_arr(&y_target.elements, &RawValue::from(y).to_fields(&params))?;
pw.set_target_arr(
&prod_target.elements,
&RawValue::from(prod).to_fields(&params),
)?;
let proof = data.prove(pw);
match (overflow, proof) {
(false, Ok(pf)) => data.verify(pf),
(false, Err(e)) => Err(anyhow!("Proof failure despite no overflow: {}", e)),
(true, Ok(_)) => Err(anyhow!("Proof success despite overflow.")),
(true, Err(_)) => Ok(()),
}
})
}
} }

View file

@ -118,6 +118,9 @@ impl OperationVerifyGadget {
self.eval_transitive_eq(builder, st, op, &resolved_op_args), self.eval_transitive_eq(builder, st, op, &resolved_op_args),
self.eval_lt_to_neq(builder, st, op, &resolved_op_args), self.eval_lt_to_neq(builder, st, op, &resolved_op_args),
self.eval_hash_of(builder, st, op, &resolved_op_args), self.eval_hash_of(builder, st, op, &resolved_op_args),
self.eval_sum_of(builder, st, op, &resolved_op_args),
self.eval_product_of(builder, st, op, &resolved_op_args),
self.eval_max_of(builder, st, op, &resolved_op_args),
] ]
}, },
// Skip these if there are no resolved Merkle claims // Skip these if there are no resolved Merkle claims
@ -386,6 +389,121 @@ impl OperationVerifyGadget {
builder.all([op_code_ok, arg_types_ok, hash_value_ok, st_ok]) builder.all([op_code_ok, arg_types_ok, hash_value_ok, st_ok])
} }
fn eval_sum_of(
&self,
builder: &mut CircuitBuilder<F, D>,
st: &StatementTarget,
op: &OperationTarget,
resolved_op_args: &[StatementTarget],
) -> BoolTarget {
let value_zero = ValueTarget::zero(builder);
let op_code_ok = op.has_native_type(builder, NativeOperation::SumOf);
let (arg_types_ok, [arg1_value, arg2_value, arg3_value]) =
self.first_n_args_as_values(builder, resolved_op_args);
// Select to avoid overflow.
let summand1 = builder.select_value(op_code_ok, arg2_value, value_zero);
let summand2 = builder.select_value(op_code_ok, arg3_value, value_zero);
let expected_sum = builder.i64_add(summand1, summand2);
let sum_ok = builder.is_equal_slice(&arg1_value.elements, &expected_sum.elements);
let arg1_key = resolved_op_args[0].args[0].clone();
let arg2_key = resolved_op_args[1].args[0].clone();
let arg3_key = resolved_op_args[2].args[0].clone();
let expected_statement = StatementTarget::new_native(
builder,
&self.params,
NativePredicate::SumOf,
&[arg1_key, arg2_key, arg3_key],
);
let st_ok = builder.is_equal_flattenable(st, &expected_statement);
builder.all([op_code_ok, arg_types_ok, sum_ok, st_ok])
}
fn eval_product_of(
&self,
builder: &mut CircuitBuilder<F, D>,
st: &StatementTarget,
op: &OperationTarget,
resolved_op_args: &[StatementTarget],
) -> BoolTarget {
let value_zero = ValueTarget::zero(builder);
let op_code_ok = op.has_native_type(builder, NativeOperation::ProductOf);
let (arg_types_ok, [arg1_value, arg2_value, arg3_value]) =
self.first_n_args_as_values(builder, resolved_op_args);
// Select to avoid overflow.
let factor1 = builder.select_value(op_code_ok, arg2_value, value_zero);
let factor2 = builder.select_value(op_code_ok, arg3_value, value_zero);
let expected_product = builder.i64_mul(factor1, factor2);
let product_ok = builder.is_equal_slice(&arg1_value.elements, &expected_product.elements);
let arg1_key = resolved_op_args[0].args[0].clone();
let arg2_key = resolved_op_args[1].args[0].clone();
let arg3_key = resolved_op_args[2].args[0].clone();
let expected_statement = StatementTarget::new_native(
builder,
&self.params,
NativePredicate::ProductOf,
&[arg1_key, arg2_key, arg3_key],
);
let st_ok = builder.is_equal_flattenable(st, &expected_statement);
builder.all([op_code_ok, arg_types_ok, product_ok, st_ok])
}
fn eval_max_of(
&self,
builder: &mut CircuitBuilder<F, D>,
st: &StatementTarget,
op: &OperationTarget,
resolved_op_args: &[StatementTarget],
) -> BoolTarget {
let op_code_ok = op.has_native_type(builder, NativeOperation::MaxOf);
let (arg_types_ok, [arg1_value, arg2_value, arg3_value]) =
self.first_n_args_as_values(builder, resolved_op_args);
// Check that arg1_value is equal to one of the other two
// values.
let arg1_eq_arg2 = builder.is_equal_slice(&arg1_value.elements, &arg2_value.elements);
let arg1_eq_arg3 = builder.is_equal_slice(&arg1_value.elements, &arg3_value.elements);
let all_eq = builder.and(arg1_eq_arg2, arg1_eq_arg3);
let not_all_eq = builder.not(all_eq);
let arg1_check = builder.or(arg1_eq_arg2, arg1_eq_arg3);
// If it is not equal to any of the other two values, it must be greater than it.
let lower_bound = builder.select_value(arg1_eq_arg2, arg3_value, arg2_value);
// Only check lower bound if not all args are equal.
let lt_check_enabled = builder.and(not_all_eq, op_code_ok);
builder.assert_i64_less_if(lt_check_enabled, lower_bound, arg1_value);
let arg1_key = resolved_op_args[0].args[0].clone();
let arg2_key = resolved_op_args[1].args[0].clone();
let arg3_key = resolved_op_args[2].args[0].clone();
let expected_statement = StatementTarget::new_native(
builder,
&self.params,
NativePredicate::MaxOf,
&[arg1_key, arg2_key, arg3_key],
);
let st_ok = builder.is_equal_flattenable(st, &expected_statement);
builder.all([op_code_ok, arg_types_ok, arg1_check, st_ok])
}
fn eval_transitive_eq( fn eval_transitive_eq(
&self, &self,
builder: &mut CircuitBuilder<F, D>, builder: &mut CircuitBuilder<F, D>,
@ -684,6 +802,8 @@ impl MainPodVerifyCircuit {
#[cfg(test)] #[cfg(test)]
mod tests { mod tests {
use std::ops::Not;
use plonky2::{ use plonky2::{
field::{goldilocks_field::GoldilocksField, types::Field}, field::{goldilocks_field::GoldilocksField, types::Field},
plonk::{circuit_builder::CircuitBuilder, circuit_data::CircuitConfig}, plonk::{circuit_builder::CircuitBuilder, circuit_data::CircuitConfig},
@ -693,6 +813,7 @@ mod tests {
use crate::{ use crate::{
backends::plonky2::{ backends::plonky2::{
basetypes::C, basetypes::C,
circuits::common::tests::I64_TEST_PAIRS,
mainpod::{OperationArg, OperationAux}, mainpod::{OperationArg, OperationAux},
primitives::merkletree::{MerkleClaimAndProof, MerkleTree}, primitives::merkletree::{MerkleClaimAndProof, MerkleTree},
}, },
@ -1236,6 +1357,185 @@ mod tests {
operation_verify(st, op, prev_statements, vec![]) operation_verify(st, op, prev_statements, vec![])
} }
#[test]
fn test_operation_verify_sumof() -> Result<()> {
I64_TEST_PAIRS
.into_iter()
.flat_map(|(a, b)| {
let (sum, overflow) = a.overflowing_add(b);
overflow.not().then_some((a, b, sum))
})
.try_for_each(|(a, b, sum)| {
let st1: mainpod::Statement = Statement::ValueOf(
AnchoredKey::from((PodId(RawValue::from(88).into()), "hola")),
sum.into(),
)
.into();
let st2: mainpod::Statement = Statement::ValueOf(
AnchoredKey::from((PodId(RawValue::from(128).into()), "mundo")),
a.into(),
)
.into();
let st3: mainpod::Statement = Statement::ValueOf(
AnchoredKey::from((PodId(RawValue::from(256).into()), "!")),
b.into(),
)
.into();
let st: mainpod::Statement = Statement::SumOf(
AnchoredKey::from((PodId(RawValue::from(88).into()), "hola")),
AnchoredKey::from((PodId(RawValue::from(128).into()), "mundo")),
AnchoredKey::from((PodId(RawValue::from(256).into()), "!")),
)
.into();
let op = mainpod::Operation(
OperationType::Native(NativeOperation::SumOf),
vec![
OperationArg::Index(0),
OperationArg::Index(1),
OperationArg::Index(2),
],
OperationAux::None,
);
let prev_statements = vec![st1, st2, st3];
operation_verify(st, op, prev_statements, vec![])
})
}
#[test]
fn test_operation_verify_productof() -> Result<()> {
I64_TEST_PAIRS
.into_iter()
.flat_map(|(a, b)| {
let (prod, overflow) = a.overflowing_mul(b);
overflow.not().then_some((a, b, prod))
})
.try_for_each(|(a, b, prod)| {
let st1: mainpod::Statement = Statement::ValueOf(
AnchoredKey::from((PodId(RawValue::from(88).into()), "hola")),
prod.into(),
)
.into();
let st2: mainpod::Statement = Statement::ValueOf(
AnchoredKey::from((PodId(RawValue::from(128).into()), "mundo")),
a.into(),
)
.into();
let st3: mainpod::Statement = Statement::ValueOf(
AnchoredKey::from((PodId(RawValue::from(256).into()), "!")),
b.into(),
)
.into();
let st: mainpod::Statement = Statement::ProductOf(
AnchoredKey::from((PodId(RawValue::from(88).into()), "hola")),
AnchoredKey::from((PodId(RawValue::from(128).into()), "mundo")),
AnchoredKey::from((PodId(RawValue::from(256).into()), "!")),
)
.into();
let op = mainpod::Operation(
OperationType::Native(NativeOperation::ProductOf),
vec![
OperationArg::Index(0),
OperationArg::Index(1),
OperationArg::Index(2),
],
OperationAux::None,
);
let prev_statements = vec![st1, st2, st3];
operation_verify(st, op, prev_statements, vec![])
})
}
#[test]
fn test_operation_verify_maxof() -> Result<()> {
I64_TEST_PAIRS.into_iter().try_for_each(|(a, b)| {
let max = i64::max(a, b);
let st1: mainpod::Statement = Statement::ValueOf(
AnchoredKey::from((PodId(RawValue::from(88).into()), "hola")),
max.into(),
)
.into();
let st2: mainpod::Statement = Statement::ValueOf(
AnchoredKey::from((PodId(RawValue::from(128).into()), "mundo")),
a.into(),
)
.into();
let st3: mainpod::Statement = Statement::ValueOf(
AnchoredKey::from((PodId(RawValue::from(256).into()), "!")),
b.into(),
)
.into();
let st: mainpod::Statement = Statement::MaxOf(
AnchoredKey::from((PodId(RawValue::from(88).into()), "hola")),
AnchoredKey::from((PodId(RawValue::from(128).into()), "mundo")),
AnchoredKey::from((PodId(RawValue::from(256).into()), "!")),
)
.into();
let op = mainpod::Operation(
OperationType::Native(NativeOperation::MaxOf),
vec![
OperationArg::Index(0),
OperationArg::Index(1),
OperationArg::Index(2),
],
OperationAux::None,
);
let prev_statements = vec![st1, st2, st3];
operation_verify(st, op, prev_statements, vec![])
})
}
#[test]
fn test_operation_verify_maxof_failures() {
[(5, 3, 4), (5, 5, 8), (3, 4, 5)]
.into_iter()
.for_each(|(max, a, b)| {
let st1: mainpod::Statement = Statement::ValueOf(
AnchoredKey::from((PodId(RawValue::from(88).into()), "hola")),
max.into(),
)
.into();
let st2: mainpod::Statement = Statement::ValueOf(
AnchoredKey::from((PodId(RawValue::from(128).into()), "mundo")),
a.into(),
)
.into();
let st3: mainpod::Statement = Statement::ValueOf(
AnchoredKey::from((PodId(RawValue::from(256).into()), "!")),
b.into(),
)
.into();
let st: mainpod::Statement = Statement::MaxOf(
AnchoredKey::from((PodId(RawValue::from(88).into()), "hola")),
AnchoredKey::from((PodId(RawValue::from(128).into()), "mundo")),
AnchoredKey::from((PodId(RawValue::from(256).into()), "!")),
)
.into();
let op = mainpod::Operation(
OperationType::Native(NativeOperation::MaxOf),
vec![
OperationArg::Index(0),
OperationArg::Index(1),
OperationArg::Index(2),
],
OperationAux::None,
);
let prev_statements = vec![st1, st2, st3];
assert!(operation_verify(st, op, prev_statements, vec![]).is_err())
})
}
#[test] #[test]
fn test_operation_verify_lt_to_neq() -> Result<()> { fn test_operation_verify_lt_to_neq() -> Result<()> {
let st: mainpod::Statement = Statement::NotEqual( let st: mainpod::Statement = Statement::NotEqual(