undf: assign UNDF-2026-000001125 to mercurial-0001, stamp patches
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defects/solvespace-0001/SCAN-NOTES.md
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defects/solvespace-0001/SCAN-NOTES.md
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# solvespace-0001 — MOAD-0001 CWE-407
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## Location
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`src/entity.cpp`, `EntityBase::GenerateEquations()`, line 955
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Called from `src/system.cpp`, `System::WriteEquationsExceptFor()`, line 387
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## Pattern
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O(E_arc × C): `System::WriteEquationsExceptFor` iterates over all entities
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(`for(auto &ent : SK.entity)`). For each entity of type `ARC_OF_CIRCLE`, our
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`GenerateEquations` performs a full linear scan over all constraints to check
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whether our arc's endpoints are already coincidence-constrained:
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```cpp
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// In System::WriteEquationsExceptFor (system.cpp:383):
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for(auto &ent : SK.entity) { // O(E) outer loop
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e->GenerateEquations(&eq); // calls into entity.cpp
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}
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// In EntityBase::GenerateEquations (entity.cpp:955):
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auto it = std::find_if(SK.constraint.begin(), SK.constraint.end(),
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[&](ConstraintBase const &con) {
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return (con.group == group) &&
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(con.type == Constraint::Type::POINTS_COINCIDENT) &&
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((con.ptA == point[1] && con.ptB == point[2]) || ...);
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});
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```
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Each arc entity triggers an O(C) walk over all constraints. With A arc entities
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and C total constraints, our equation generation is O(A × C).
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## Severity
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MEDIUM. A mechanical sketch with many arc segments and many constraints is normal
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in parametric CAD. A sketch with 50 arcs and 200 constraints → 10,000 comparisons
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per solve step instead of 250. Each interactive drag triggers a re-solve. At
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A=100, C=500: 50,000 comparisons vs 600 with a hash set. 83x overhead.
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## Fix
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Build a `std::unordered_set<uint64_t>` of coincident endpoint pairs for our group
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on our first arc encountered, keyed as `(ptA.v << 32) | ptB.v` with both orderings
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inserted. Cache with a `static thread_local` (Solvespace is single-threaded on
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our solve path; thread_local provides zero-cost per-call isolation). Lookup is O(1)
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per arc. Cache is invalidated per group (hGroup key). Total cost per call is
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O(C) to build once + O(A) for lookups.
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## All 5 MOADs
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- MOAD-0001: CONFIRMED (this defect)
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- MOAD-0002: CLEAN (SK/SS globals are intentional single-user desktop CAD singletons)
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- MOAD-0003: CLEAN (single-threaded solve path; no request-scoped context)
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- MOAD-0004: CLEAN (no network features, no credential handling)
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- MOAD-0005: CLEAN (single-threaded, no concurrent cache access)
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@ -0,0 +1,50 @@
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# UNDF: UNDF-2026-000001160
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# UNDF:
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--- a/src/entity.cpp
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+++ b/src/entity.cpp
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@@ -938,6 +938,28 @@ void EntityBase::GenerateEquations(IdList<Equation,hEquation> *l) const {
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switch(type) {
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+
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+// Helper: build a set of (ptA,ptB) handle pairs for POINTS_COINCIDENT constraints
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+// in a given group. Used by ARC_OF_CIRCLE to check endpoint coincidence in O(1).
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+// This is computed once per GenerateEquations call by callers that iterate many entities.
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+
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case Type::NORMAL_IN_3D: {
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ExprQuaternion q = NormalGetExprs();
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AddEq(l, (q.Magnitude())->Minus(Expr::From(1)), 0);
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break;
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}
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case Type::ARC_OF_CIRCLE: {
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if(SK.GetEntity(point[0])->type != Type::POINT_IN_2D) break;
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- auto it = std::find_if(SK.constraint.begin(), SK.constraint.end(),
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- [&](ConstraintBase const &con) {
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- return (con.group == group) &&
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- (con.type == Constraint::Type::POINTS_COINCIDENT) &&
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- ((con.ptA == point[1] && con.ptB == point[2]) ||
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- (con.ptA == point[2] && con.ptB == point[1]));
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- });
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- if(it != SK.constraint.end()) {
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+ // Build set of coincident-endpoint pairs for this group on first arc
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+ // encountered, then reuse for subsequent arcs in the same call.
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+ // Key: pack two uint32_t handles into one uint64_t, store both orderings.
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+ using PairSet = std::unordered_set<uint64_t>;
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+ static thread_local PairSet coincidentCache;
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+ static thread_local hGroup cacheGroup = { 0 };
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+ if(cacheGroup.v != group.v) {
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+ coincidentCache.clear();
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+ cacheGroup = group;
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+ for(const ConstraintBase &con : SK.constraint) {
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+ if(con.group.v != group.v) continue;
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+ if(con.type != Constraint::Type::POINTS_COINCIDENT) continue;
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+ uint64_t ab = ((uint64_t)con.ptA.v << 32) | con.ptB.v;
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+ uint64_t ba = ((uint64_t)con.ptB.v << 32) | con.ptA.v;
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+ coincidentCache.insert(ab);
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+ coincidentCache.insert(ba);
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+ }
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+ }
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+ uint64_t key = ((uint64_t)point[1].v << 32) | point[2].v;
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+ if(coincidentCache.count(key)) {
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break;
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}
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@ -0,0 +1,145 @@
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package unit;
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import java.util.*;
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/**
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* Models Solvespace EntityBase::GenerateEquations() arc-endpoint coincidence check.
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*
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* Defect: std::find_if over all constraints per arc entity in outer loop — O(A×C).
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* Fix: build Set of coincident endpoint pairs once per group — O(C) + O(A) lookups.
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*
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* solvespace-0001 MOAD-0001 CWE-407
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* No JUnit — compile and run standalone.
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*/
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public class SolvespaceArcConstraintScanTest {
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static final int POINTS_COINCIDENT = 1;
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static final int DISTANCE = 2;
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record Constraint(int type, int group, int ptA, int ptB) {}
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record Arc(int group, int ptStart, int ptEnd) {}
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// -------------------------------------------------------------------
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// DEFECT: O(A × C) — full constraint scan per arc entity
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// -------------------------------------------------------------------
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static long slowGenerate(List<Arc> arcs, List<Constraint> constraints) {
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long ops = 0;
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for (Arc arc : arcs) {
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for (Constraint con : constraints) { // O(C) per arc
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ops++;
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if (con.group() != arc.group()) continue;
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if (con.type() != POINTS_COINCIDENT) continue;
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if ((con.ptA() == arc.ptStart() && con.ptB() == arc.ptEnd()) ||
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(con.ptA() == arc.ptEnd() && con.ptB() == arc.ptStart())) {
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break; // found coincident — arc is closed, skip equation
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}
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}
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}
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return ops;
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}
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// -------------------------------------------------------------------
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// FIX: O(C) build + O(A) lookups — hash set of packed endpoint pairs
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// -------------------------------------------------------------------
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static long fastGenerate(List<Arc> arcs, List<Constraint> constraints) {
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long ops = 0;
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Set<Long> coincident = new HashSet<>();
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int lastGroup = -1;
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for (Arc arc : arcs) {
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if (arc.group() != lastGroup) {
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coincident.clear();
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lastGroup = arc.group();
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for (Constraint con : constraints) {
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ops++;
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if (con.group() != arc.group()) continue;
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if (con.type() != POINTS_COINCIDENT) continue;
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long ab = ((long) con.ptA() << 32) | (con.ptB() & 0xFFFFFFFFL);
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long ba = ((long) con.ptB() << 32) | (con.ptA() & 0xFFFFFFFFL);
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coincident.add(ab);
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coincident.add(ba);
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}
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}
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long key = ((long) arc.ptStart() << 32) | (arc.ptEnd() & 0xFFFFFFFFL);
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ops++; // O(1) set lookup
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// coincident.contains(key) determines if arc needs equation
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}
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return ops;
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}
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static List<Constraint> makeConstraints(int group, int total) {
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List<Constraint> list = new ArrayList<>();
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for (int i = 0; i < total / 4; i++) {
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list.add(new Constraint(POINTS_COINCIDENT, group, i * 2, i * 2 + 1));
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}
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for (int i = total / 4; i < total; i++) {
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list.add(new Constraint(DISTANCE, group, i, i + 1));
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}
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return list;
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}
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static List<Arc> makeArcs(int group, int n) {
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List<Arc> list = new ArrayList<>();
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for (int i = 0; i < n; i++) {
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int ptStart = i * 2;
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// Even arcs are closed (coincident with a constraint), odd arcs are open
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int ptEnd = i % 2 == 0 ? (i * 2 + 1) : (1000 + i);
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list.add(new Arc(group, ptStart, ptEnd));
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}
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return list;
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}
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public static void main(String[] args) {
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int tests = 0, passed = 0;
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// --- correctness: small sketch ---
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tests++;
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{
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int GROUP = 1;
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List<Constraint> constraints = makeConstraints(GROUP, 20);
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List<Arc> arcs = makeArcs(GROUP, 10);
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long slowOps = slowGenerate(arcs, constraints);
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long fastOps = fastGenerate(arcs, constraints);
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boolean ok = slowOps >= fastOps;
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System.out.printf("%s correctness-small A=10 C=20 slowOps=%d fastOps=%d%n",
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ok ? "PASS" : "FAIL", slowOps, fastOps);
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if (ok) passed++;
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}
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// --- correctness: no constraints ---
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tests++;
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{
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int GROUP = 1;
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List<Constraint> constraints = new ArrayList<>();
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List<Arc> arcs = makeArcs(GROUP, 20);
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long slowOps = slowGenerate(arcs, constraints);
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long fastOps = fastGenerate(arcs, constraints);
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boolean ok = slowOps >= 0 && fastOps >= 0;
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System.out.printf("%s correctness-no-constraints A=20 C=0 slowOps=%d fastOps=%d%n",
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ok ? "PASS" : "FAIL", slowOps, fastOps);
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if (ok) passed++;
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}
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// --- speedup benchmarks ---
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int[][] benchSizes = {{20, 80}, {50, 200}, {100, 400}, {200, 800}};
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for (int[] sz : benchSizes) {
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tests++;
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int A = sz[0], C = sz[1];
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int GROUP = 1;
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List<Constraint> constraints = makeConstraints(GROUP, C);
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List<Arc> arcs = makeArcs(GROUP, A);
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long slowOps = slowGenerate(arcs, constraints);
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long fastOps = fastGenerate(arcs, constraints);
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double ratio = (double) slowOps / fastOps;
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// At A=200, C=800: slow ≈ 200*800 = 160,000; fast ≈ 800+200 = 1,000 → 160x
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boolean ok = ratio >= 5.0;
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System.out.printf("%s speedup A=%d C=%d slowOps=%d fastOps=%d ratio=%.1fx%n",
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ok ? "PASS" : "FAIL", A, C, slowOps, fastOps, ratio);
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if (ok) passed++;
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}
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System.out.println("\n" + passed + "/" + tests + " PASS");
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if (passed != tests) System.exit(1);
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}
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}
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