Files
wanderbooks/crates/ledger-core/tests/kernel_bridge.rs
T
swaitsandClaude Opus 5.5 eb4329bb2a
check / check (push) Canceled after 0s
P3: the cash flow statement by ASC 230 (defect 1, D-35, D-42)
Direct method with the operating reconciliation and noncash schedules; it
foots by construction (Lean and Kani). Every non-cash account belongs to
one section; reversals net; a member or lender paying for the company is
cash borrowed and spent (D-42, constructive receipt and disbursement);
property a member contributes stays noncash. The bookspec seed: one loader
checks every example.

Co-Authored-By: Claude Opus 5.5 <noreply@anthropic.com>
Claude-Session: https://claude.ai/code/session_01T3gXMVt7XJPi6ens1or9Dj
2026-10-21 09:35:32 -06:00

319 lines
13 KiB
Rust

//! The bridge between the proofs and the engine.
//!
//! The Kani harnesses (`src/proofs.rs`) prove the accounting kernel on
//! `i64` money in the smallest unit; the engine runs the same kernel on
//! `Decimal`. These properties check the two instantiations agree, value
//! for value, on cents: whatever Kani proved of the `i64` kernel holds of
//! the `Decimal` one for the same amounts.
use ledger_core::kernel::{self, Amount, LineError};
use ledger_core::{AccountType, Side};
use proptest::prelude::*;
use rust_decimal::Decimal;
/// Cents within both instantiations' line range.
const MAX_CENTS: i64 = 1 << 40;
fn dec(cents: i64) -> Decimal {
Decimal::new(cents, 2)
}
fn arb_side() -> impl Strategy<Value = Side> {
prop_oneof![Just(Side::Debit), Just(Side::Credit)]
}
fn arb_type() -> impl Strategy<Value = AccountType> {
prop_oneof![
Just(AccountType::Asset),
Just(AccountType::Liability),
Just(AccountType::Equity),
Just(AccountType::Revenue),
Just(AccountType::Expense),
]
}
fn arb_cents() -> impl Strategy<Value = i64> {
prop_oneof![
-MAX_CENTS..=MAX_CENTS,
// Small amounts collide, so balanced entries and zeros show up.
-3i64..=3,
]
}
/// Lines over four accounts. Balanced entries are rare at random, so half
/// the time the last line plugs the difference.
fn arb_lines() -> impl Strategy<Value = Vec<(u8, Side, i64)>> {
(
prop::collection::vec((0u8..4, arb_side(), arb_cents()), 0..7),
any::<bool>(),
)
.prop_map(|(mut lines, plug)| {
if plug && !lines.is_empty() {
let net: i64 = lines[..lines.len() - 1]
.iter()
.map(|&(_, s, a)| if s == Side::Debit { a } else { -a })
.sum();
let last = lines.len() - 1;
if net.abs() > MAX_CENTS {
// Out of both ranges, where the two differ by design.
return lines;
}
lines[last].1 = if net > 0 { Side::Credit } else { Side::Debit };
lines[last].2 = net.abs();
}
lines
})
}
fn to_dec(lines: &[(u8, Side, i64)]) -> Vec<(u8, Side, Decimal)> {
lines.iter().map(|&(k, s, a)| (k, s, dec(a))).collect()
}
fn sides<T: Copy>(lines: &[(u8, Side, T)]) -> Vec<(Side, T)> {
lines.iter().map(|&(_, s, a)| (s, a)).collect()
}
fn map_err(e: LineError<i64>) -> LineError<Decimal> {
match e {
LineError::TooFewLines => LineError::TooFewLines,
LineError::ZeroAmount => LineError::ZeroAmount,
LineError::NegativeAmount => LineError::NegativeAmount,
LineError::OutOfRange => LineError::OutOfRange,
LineError::Unbalanced { debits, credits } => LineError::Unbalanced {
debits: dec(debits),
credits: dec(credits),
},
}
}
proptest! {
#![proptest_config(ProptestConfig::with_cases(2000))]
#[test]
fn check_lines_agrees(lines in arb_lines()) {
let i = kernel::check_lines(&sides(&lines)).map_err(map_err);
let d = kernel::check_lines(&sides(&to_dec(&lines)));
prop_assert_eq!(i, d);
}
#[test]
fn sums_agree(lines in arb_lines()) {
let (i, d) = (sides(&lines), sides(&to_dec(&lines)));
let ti = kernel::totals(i.iter().copied()).unwrap();
let td = kernel::totals(d.iter().copied()).unwrap();
prop_assert_eq!((dec(ti.0), dec(ti.1)), td);
prop_assert_eq!(
kernel::net(i.iter().copied()).map(dec),
kernel::net(d.iter().copied())
);
let mi: Vec<_> = kernel::movements(lines.iter().copied())
.unwrap()
.into_iter()
.map(|(k, m)| (k, dec(m)))
.collect();
prop_assert_eq!(Some(mi), kernel::movements(to_dec(&lines)));
}
#[test]
fn reversal_agrees(lines in arb_lines()) {
let ri: Vec<_> = kernel::reversal(&lines)
.into_iter()
.map(|(k, s, a)| (k, s, dec(a)))
.collect();
prop_assert_eq!(ri, kernel::reversal(&to_dec(&lines)));
}
#[test]
fn balances_agree(t in arb_type(), m in arb_cents()) {
prop_assert_eq!(kernel::normal_balance(t, m).map(dec), kernel::normal_balance(t, dec(m)));
let ci = kernel::columns(m).unwrap();
prop_assert_eq!(Some((dec(ci.0), dec(ci.1))), kernel::columns(dec(m)));
prop_assert_eq!(
kernel::closing_line(m).map(|(s, a)| (s, dec(a))),
kernel::closing_line(dec(m))
);
prop_assert_eq!(
kernel::credit_line(m).map(|(s, a)| (s, dec(a))),
kernel::credit_line(dec(m))
);
}
#[test]
fn plug_last_agrees(whole in arb_cents(), parts in prop::collection::vec(arb_cents(), 0..5)) {
let mut pi = parts.clone();
let mut pd: Vec<Decimal> = parts.iter().copied().map(dec).collect();
kernel::plug_last(whole, &mut pi).unwrap();
kernel::plug_last(dec(whole), &mut pd).unwrap();
prop_assert_eq!(pi.into_iter().map(dec).collect::<Vec<_>>(), pd);
}
#[test]
fn apportion_agrees(
parts in prop::collection::vec(arb_cents(), 0..5),
rems in prop::collection::vec(0i64..100, 5),
short in 0i64..500,
) {
let n = parts.len();
let whole: i64 = parts.iter().sum::<i64>() + short;
let mut pi = parts.clone();
let mut pd: Vec<Decimal> = parts.iter().copied().map(dec).collect();
let ri = &rems[..n];
let rd: Vec<Decimal> = ri.iter().copied().map(dec).collect();
let oi = kernel::apportion(whole, &mut pi, ri, 100);
let od = kernel::apportion(dec(whole), &mut pd, &rd, dec(100));
prop_assert_eq!(oi.is_some(), od.is_some());
if oi.is_some() {
prop_assert_eq!(pi.into_iter().map(dec).collect::<Vec<_>>(), pd);
}
}
#[test]
fn line_range_agrees(cents in arb_cents()) {
prop_assert_eq!(cents.in_line_range(), dec(cents).in_line_range());
}
#[test]
fn apportion_cumulative_agrees(
parts in prop::collection::vec(arb_cents(), 0..5),
rems in prop::collection::vec(0i64..100, 5),
given in prop::collection::vec(arb_cents(), 5),
short in 0i64..500,
unpaired in any::<bool>(),
) {
let n = parts.len();
let whole: i64 = parts.iter().sum::<i64>() + short;
// Past both line ranges the two differ by design (i64's is 2^40
// units, Decimal's a quadrillion).
prop_assume!(whole.unsigned_abs() <= MAX_CENTS as u64);
let mut pi = parts.clone();
let mut pd: Vec<Decimal> = parts.iter().copied().map(dec).collect();
let ri = &rems[..n];
let rd: Vec<Decimal> = ri.iter().copied().map(dec).collect();
// Sometimes one `given` too many: both refuse.
let gi = &given[..(n + usize::from(unpaired)).min(5)];
let gd: Vec<Decimal> = gi.iter().copied().map(dec).collect();
let oi = kernel::apportion_cumulative(whole, &mut pi, ri, 100, gi);
let od = kernel::apportion_cumulative(dec(whole), &mut pd, &rd, dec(100), &gd);
prop_assert_eq!(oi.is_some(), od.is_some());
prop_assert_eq!(pi.into_iter().map(dec).collect::<Vec<_>>(), pd);
}
/// periods::allocate_cumulative, on Decimal shares w_i / W (exact:
/// W is 100 or 10,000), against its integer model at cents: floors
/// |T|·w_i div W, remainders |T|·w_i mod W, kernel::apportion_cumulative
/// at i64, a loss as the negated gain (the model Kani's
/// cumulative_close_never_drifts_a_unit_at_* and Lean's allocW prove).
#[test]
fn allocate_cumulative_agrees_with_the_integer_model(
four_places in any::<bool>(),
cuts in prop::collection::vec(0i64..=10_000, 0..3),
closed in -10_000_000i64..10_000_000,
net in -10_000_000i64..10_000_000,
spread in prop::collection::vec(-5_000i64..5_000, 3),
) {
// Weights summing to W: the gaps between sorted cut points.
let big_w: i64 = if four_places { 10_000 } else { 100 };
let mut points: Vec<i64> = cuts.iter().map(|c| c % (big_w + 1)).collect();
points.push(0);
points.push(big_w);
points.sort_unstable();
let weights: Vec<i64> = points.windows(2).map(|w| w[1] - w[0]).filter(|&w| w > 0).collect();
let n = weights.len();
let scale = if four_places { 4 } else { 2 };
let shares: Vec<Decimal> = weights.iter().map(|&w| Decimal::new(w, scale)).collect();
// What earlier closes gave: anything summing to what they closed.
let mut given: Vec<i64> = spread[..n - 1].to_vec();
given.push(closed - given.iter().sum::<i64>());
let total = closed + net;
let got = ledger_core::periods::allocate_cumulative(
dec(total),
&shares,
&given.iter().copied().map(dec).collect::<Vec<_>>(),
2,
)
.unwrap();
let magnitude = total.abs();
let mut parts: Vec<i64> = weights.iter().map(|w| magnitude * w / big_w).collect();
let rems: Vec<i64> = weights.iter().map(|w| magnitude * w % big_w).collect();
let against: Vec<i64> = given.iter().map(|&g| if total < 0 { -g } else { g }).collect();
kernel::apportion_cumulative(magnitude, &mut parts, &rems, 1, &against).unwrap();
let want: Vec<Decimal> = parts.iter().map(|&p| dec(if total < 0 { -p } else { p })).collect();
prop_assert_eq!(&got, &want);
prop_assert_eq!(got.iter().sum::<Decimal>(), dec(net));
for ((g, p), w) in given.iter().zip(&got).zip(&weights) {
let drift = (dec(*g) + p) * Decimal::from(big_w) - dec(total) * Decimal::from(*w);
prop_assert!(drift.abs() < Decimal::from(big_w) / Decimal::from(100), "{drift}");
}
}
/// rules.md B-14 rule 3: the statement of cash flows' per-entry split
/// (`kernel::entry_flows`, Kani `entry_flows_*`) is the same at both
/// instantiations, on balanced and unbalanced lines alike.
#[test]
fn entry_flows_agree(lines in arb_lines()) {
let tagged = |a: u8| match a {
0 => kernel::Flow::Cash,
1 => kernel::Flow::Operating,
2 => kernel::Flow::Investing,
_ => kernel::Flow::Financing,
};
let li: Vec<_> = lines.iter().map(|&(k, s, a)| (tagged(k), s, a)).collect();
let ld: Vec<_> = lines.iter().map(|&(k, s, a)| (tagged(k), s, dec(a))).collect();
let fi = kernel::entry_flows(&li).map(|f| kernel::EntryFlows {
cash: dec(f.cash),
flows: f.flows.map(dec),
noncash: f.noncash.map(dec),
});
prop_assert_eq!(fi, kernel::entry_flows(&ld));
}
/// `kernel::apply_cash` (how a section's cash splits among its kinds)
/// and `kernel::exchanged` agree at both instantiations.
#[test]
fn apply_cash_and_exchanged_agree(
cash in arb_cents(),
moves in prop::collection::vec(arb_cents(), 0..5),
d in 0i64..=MAX_CENTS,
c in 0i64..=MAX_CENTS,
inflow in 0i64..=MAX_CENTS,
outflow in 0i64..=MAX_CENTS,
) {
let mut ai = vec![0i64; moves.len()];
let mut ad = vec![Decimal::ZERO; moves.len()];
let md: Vec<Decimal> = moves.iter().copied().map(dec).collect();
let oi = kernel::apply_cash(cash, &moves, &mut ai);
let od = kernel::apply_cash(dec(cash), &md, &mut ad);
prop_assert_eq!(oi, od);
if oi.is_some() {
prop_assert_eq!(ai.into_iter().map(dec).collect::<Vec<_>>(), ad);
}
prop_assert_eq!(
kernel::exchanged(d, c, inflow, outflow).map(dec),
kernel::exchanged(dec(d), dec(c), dec(inflow), dec(outflow))
);
}
/// rules.md B-14 rule 11: `kernel::constructive` (what a member or
/// lender paid or received for the company; Kani
/// `constructive_nets_to_zero`, `constructive_mirrors`) agrees at both
/// instantiations.
#[test]
fn constructive_agrees(
paid in any::<bool>(),
sources in prop::collection::vec(arb_cents(), 0..4),
uses in prop::collection::vec(arb_cents(), 0..4),
) {
let way = if paid { kernel::OnBehalf::Paid } else { kernel::OnBehalf::Received };
let (mut fi, mut ti) = (vec![0i64; sources.len()], vec![0i64; uses.len()]);
let sd: Vec<Decimal> = sources.iter().copied().map(dec).collect();
let ud: Vec<Decimal> = uses.iter().copied().map(dec).collect();
let (mut fd, mut td) = (vec![Decimal::ZERO; sd.len()], vec![Decimal::ZERO; ud.len()]);
let oi = kernel::constructive(way, &sources, &uses, &mut fi, &mut ti);
let od = kernel::constructive(way, &sd, &ud, &mut fd, &mut td);
prop_assert_eq!(oi, od);
prop_assert!(oi.is_some());
prop_assert_eq!(fi.into_iter().map(dec).collect::<Vec<_>>(), fd);
prop_assert_eq!(ti.into_iter().map(dec).collect::<Vec<_>>(), td);
}
}