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faiss HNSW: add opt-in deterministic lock-free graph build (faiss::hnsw_deterministic_build) (#5486)
Summary: TLDR: adds deterministic HNSW build inspired by ParlayANN. The deterministic build is reproducible AND faster than the lock-based build at every scale and thread count we measured. This is gated behind `faiss::hnsw_deterministic_build`. We plan to test internally, then make this the default flow and remove the existing flow. -- HOW TO ENABLE -- ``` C++: faiss::hnsw_deterministic_build = true; Python: faiss.cvar.hnsw_deterministic_build = True ``` Nothing else is needed, and nothing changes until you do it: the flag defaults to false, so this diff is a no-op on its own. An embedder driving this from its own configuration system should resolve the value once at startup and assign the global, rather than per index: changing it between two `add()` calls would leave one index built by each algorithm. `python/__init__.pyi` now declares `faiss.cvar`. It was missing, so any Python consumer assigning a faiss global failed Pyre with "No attribute `cvar` in module `faiss`" -- fixed here rather than with a `pyre-ignore` in each consumer. WHEN IT IS WORTH ENABLING -- Only for builds that run multi-threaded. At one thread the existing lock-based build is *already* deterministic, so the flag buys nothing beyond ~6% build time. Verified: lock-based at OMP=1 is byte-identical across runs, while at OMP=8 46% of neighbor slots differ. A consumer that pins `omp_set_num_threads(1)` should not bother. similarities to parlayANN: - add vertices in doubling batches against frozen snapshot - defer adding reciprocal edges immediately, add them later after parallel phase differences from ParlayANN: - re-uses Faiss HNSW pruning in `shrink_neighbor_list` --- AI (with a bunch of edits) explanation in more detail: -- What changed - `IndexHNSW::add` and `IndexBinaryHNSW::add` pick the build at runtime. Both paths are compiled in and **the default is unchanged** (lock-based); nothing switches until the flag or the hook says so. - Turning it on: ``` C++: faiss::hnsw_deterministic_build = true; Python: faiss.cvar.hnsw_deterministic_build = True ``` - A single plain `bool` is the whole API: libfaiss takes no dependency on any configuration system, and an embedder that wants one resolves it itself and assigns the global: ``` faiss.cvar.hnsw_deterministic_build = <your config lookup> ``` - Resolve it once at startup, not per index. `add()` reads the flag each call, so changing it between two `add()` calls on one index would build part of the graph with each algorithm -- reproducible in neither. - **This flag is transitional.** Once the deterministic build is validated in production, the follow-up makes it the only path and deletes the lock-based build and the flag. - The deterministic path now supports the CAGRA level-0 import configuration: `init_level0=false` skips the level-0-only bucket (level 0 is supplied by the imported CAGRA graph), and `keep_max_size_level0` fills the base layer to 2*M. So `IndexHNSWCagra` (CPU) and `GpuIndexCagra::copyTo(IndexHNSWCagra*)` build through the deterministic path. - `IndexBinaryHNSW::add` is gated by the same flag and shares the same deterministic implementation: `hnsw_add_vertices_deterministic` takes `make_distance_computer` / `set_query` callbacks, so the binary index just supplies its own Hamming distance computer. It keeps its own lock-based `hnsw_add_vertices` for the default path. Background -- HNSW construction in Faiss was non-deterministic under parallel builds: multiple runs of `IndexHNSW::add` with the same data and seeds could produce different graphs, a problem for persistence, crash recovery, and replication (the ParlayANN motivation, https://arxiv.org/abs/2305.04359). Sources of non-determinism were: (1) the reciprocal-link write race in `add_links_starting_from_impl`; (2) floating-point distance ties resolved in heap/visitation order; (3) the entry-point bootstrap `#pragma omp critical` race. Algorithm (adapted from ParlayANN to Faiss's level-batched structure): - Per level bucket (highest first, deterministic shuffle), points are inserted in prefix-doubling sub-batches (batch sizes 1, 2, 4, ... capped at 2% of the index). - Phase A (`HNSW::compute_forward_links_deterministic`, parallel): each point greedily descends and computes its forward links against the immutable snapshot from the end of the previous sub-batch, writing only its own neighbor slots. Reciprocal-edge requests are collected, not applied, so this phase is race-free. - Phase B (`HNSW::merge_reverse_links_deterministic`, parallel): reverse edges are grouped by destination with a fixed-size 256-bucket radix partition on the low bits of `dest` (a small constant bucket count, independent of `ntotal` and thread count, so grouping stays O(edges) in memory), each bucket sorted by `(level, dest)` and merged in parallel. Every affected node is merged exactly once in a total order (distance, ties by id) and re-pruned with the same RNG heuristic. Because every `dest` maps to exactly one bucket, distinct nodes touch disjoint slots (no locks) and the merge is order- and thread-count-independent. The Phase-B parallel-for uses `schedule(static)` — the libomp dynamic dispatcher segfaults in some build configs (the pre-existing lock-based build carried the same warning). Guarantee: the resulting graph is reproducible across runs at a fixed thread count and, in practice, across thread counts (the merge is fully order-independent). Recall matches the previous default at every efSearch. ## Performance: build time (40M, d=128, M=32, efC=64, 166 threads) 10-round interleaved timing study (one deterministic + one lock-based build per round, so both see identical host conditions): deterministic per-round s: 285.58 275.03 280.84 272.62 273.73 272.61 272.05 272.90 269.87 272.29 lock-based per-round s: 306.23 352.97 322.76 294.23 339.32 303.04 291.46 341.96 359.31 282.92 deterministic: min=269.87 mean=274.75 median=272.76 max=285.58 std=4.53 lock-based: min=282.92 mean=319.42 median=314.50 max=359.31 std=26.12 det/lock: mean=0.860 (deterministic ~14% faster), median=0.867 The deterministic build is ~14% faster than the lock-based build at 40M and ~6x more stable run-to-run (std 4.53s vs 26.12s), since it does not depend on lock-contention timing. Peak RSS ~66GB vs ~56GB. Recall matches at every efSearch (byte-identical graph across builds). ## Performance: search time Back on the deterministic HEAD, tree clean. Here's the matched A/B — same 40M synthetic data, same machine (AMD Genoa, 166 cores), search_repeat=100, deterministic (my HEAD) vs lock-based (parent commit). Since my diff doesn't touch search() at all, any difference is purely graph structure + measurement noise. Search QPS: deterministic vs lock-based (40M synthetic, repeat=100) HNSW16 ``` ┌──────────┬─────────────────┬─────────┬──────────┬───────┐ │ efSearch │ recall det/lock │ QPS det │ QPS lock │ Δ │ ├──────────┼─────────────────┼─────────┼──────────┼───────┤ │ 64 │ 0.828/0.820 │ 170,329 │ 177,995 │ −4.3% │ ├──────────┼─────────────────┼─────────┼──────────┼───────┤ │ 128 │ 0.866/0.862 │ 112,727 │ 110,727 │ +1.8% │ ├──────────┼─────────────────┼─────────┼──────────┼───────┤ │ 256 │ 0.886/0.888 │ 59,815 │ 56,784 │ +5.3% │ └──────────┴─────────────────┴─────────┴──────────┴───────┘ ``` HNSW32 ``` ┌──────────┬─────────────────┬─────────┬──────────┬───────┐ │ efSearch │ recall det/lock │ QPS det │ QPS lock │ Δ │ ├──────────┼─────────────────┼─────────┼──────────┼───────┤ │ 64 │ 0.935/0.930 │ 110,186 │ 108,411 │ +1.6% │ ├──────────┼─────────────────┼─────────┼──────────┼───────┤ │ 128 │ 0.958/0.953 │ 68,019 │ 66,308 │ +2.6% │ ├──────────┼─────────────────┼─────────┼──────────┼───────┤ │ 256 │ 0.965/0.960 │ 37,624 │ 35,828 │ +5.0% │ └──────────┴─────────────────┴─────────┴──────────┴───────┘ ``` HNSW32,SQ8 ``` ┌──────────┬─────────────────┬─────────┬──────────┬────────┐ │ efSearch │ recall det/lock │ QPS det │ QPS lock │ Δ │ ├──────────┼─────────────────┼─────────┼──────────┼────────┤ │ 64 │ 0.926/0.934 │ 220,713 │ 198,325 │ +11.3% │ ├──────────┼─────────────────┼─────────┼──────────┼────────┤ │ 128 │ 0.948/0.953 │ 117,504 │ 129,173 │ −9.0% │ ├──────────┼─────────────────┼─────────┼──────────┼────────┤ │ 256 │ 0.961/0.963 │ 58,582 │ 65,551 │ −10.6% │ └──────────┴─────────────────┴─────────┴──────────┴────────┘ ``` (Low-ef points ef16/32 omitted from the verdict — even at 100 repeats their std is ~8–20%, too noisy; ef128/256 std is ~3–5%.) Verdict: no search-QPS regression - Pure HNSW (16, 32): QPS at parity — within ±5%, and actually slightly faster deterministic at the high-recall points (ef128/256), with equal-or-better recall. - HNSW32,SQ8: more scatter (±10%, mixed direction) — but it tracks small correlated recall differences (det ef256 is 0.961 vs 0.963), i.e. the two different graphs sit at slightly different recall/QPS operating points, not a systematic slowdown. Search code is identical, so this is graph-structure + noise, not a code regression. If you want it pinned down, a recall-matched (interpolated) comparison would remove the operating-point confound. - Bonus: the deterministic build was 2–3× faster in every case (e.g. HNSW32: 277 s vs 527 s; HNSW16: 164 s vs 429 s) — consistent with all prior results. ## Single-threaded (OMP_NUM_THREADS=1) Customers frequently build with OMP=1 or OpenMP disabled, so this case matters. Measured at 1M / d=128 / M=32 / efC=64, single-threaded: build time: lock-based 188.36s vs deterministic 176.40s (0.94x -> deterministic ~6% FASTER) peak RSS: 1.6 GB (both, identical) recall@10 ef 16/32/64/128: lock-based .8830/.9387/.9676/.9853 vs deterministic .8832/.9381/.9625/.9798 No single-threaded regression: the deterministic build is slightly faster (it avoids the per-node OpenMP lock ops), uses the same memory, and matches recall within noise. Note the lock-based build was already deterministic at a single thread, so single-threaded users lose nothing and gain a small speedup. ## Serialization compatibility No on-disk format change, verified in `index_read.cpp` / `index_write.cpp`: - `hnsw_deterministic_build` is a namespace-scope global, not a field on `HNSW` or `IndexHNSW`, so it is not part of any serialized struct. Like `retain_locks`, it is a pure runtime build flag. - `write_HNSW` / `read_HNSW` and the `IndexHNSW` field layout are unchanged. The subtype fourcc tags, header, CAGRA block, graph CSR (entry_point / max_level / levels / offsets / neighbors / efC / efS), and storage are all as before. - `keep_max_size_level0` is still serialized only for the CAGRA subtype (`IHc2`/`IHNc`); `init_level0` is build-only (not serialized). - The deterministic build emits the same HNSW CSR structure (only neighbor content differs), so old indexes read unchanged and new indexes remain readable by older Faiss. - Verified by the `io_and_retest` serialize -> deserialize -> re-search round-trips in `test_graph_based.py` / `test_hnsw.cpp` (all pass). - Measured on a 1M index: written with the flag off, flag flipped on, read back -> `neighbors`, `offsets`, `entry_point`, `max_level` byte-identical and search ids+distances identical. The flag is read only inside `add()`. - Mixed-mode append (lock-built graph extended by a deterministic `add()`) was measured against brute-force ground truth at 220k and is indistinguishable from either pure build -- recall@10 within +-0.02 of both at ef 32/64/128. No existing test covers this, since every test builds one way in one process. ## CAGRA API for HNSW build on multi-GPU (aka D106837134) — MAST verification Verified end-to-end on MAST (8x H100 Grand Teton, Approach D, 100M vectors) with this change in the build — the multi-GPU CAGRA -> HNSW graph-build time is comparable to the D106837134 baseline (no regression): all_neighbors build: 367.4s optimize: 231.7s copyTo: 18.4s serialize: 28.9s (66 GB) INDEX build -> serialize total: 661.7s (11.0 min) [D106837134 baseline: 721s] recall@10 (tiled 100M): ef64 0.7746, ef128 0.8830, ef256 0.9429 - This confirms this CPU-side change builds, links, and runs in the GPU CAGRA binary at scale and does not regress the pipeline. Note the Approach-D run uses copyTo(base_level_only=True), which imports the CAGRA graph directly as HNSW level 0 and skips add(), so it does not itself route through the deterministic add(). - The deterministic CAGRA level-0 import this change adds (the copyTo path with base_level_only=False: init_level0=false skips the level-0 bucket; keep_max_size_level0 fills the base layer) is covered by passing unit tests: `Test_IndexHNSWCagra_BaseLevelOnly_RangeSearch` (C++), `test_hnsw_no_init_level0`, and `test_hnsw_cagra_IP` / `_base_level_only` (Python). ## Behavioral note: level-0 base layer under keep_max_size_level0 (reviewers, please note) One deliberate difference from the lock-based build, in the CAGRA base-layer case only: the old build gated the "fill the level-0 list up to 2*M" behavior on the inserted point's OWN top level (`keep_max_size_level0 && pt_level == 0`), so a level>=1 node's level-0 list could be pruned below 2*M. The deterministic build gates on the LINK level (`keep_max_size_level0 && level == 0`), so EVERY node's level-0 list is filled to 2*M when `keep_max_size_level0` is set (not only the level-0-only points). This is a strict superset of the old coverage -- it fills exactly to the 2*M slot capacity (no overflow) and yields a fuller/denser base layer for CPU `IndexHNSWCagra`, which is what `GpuIndexCagra::copyFrom(IndexHNSWCagra*)` reads back. It is INERT for the default build (`keep_max_size_level0` defaults to false, so the gate is never true) and never affects a non-CAGRA graph. Called out explicitly so reviewers know the CPU `IndexHNSWCagra` base-layer graph is intentionally denser than the pre-diff build; worth a sanity check against GPU `copyFrom` expectations. Differential Revision: D112025877
1 parent da3191e commit c71517c

7 files changed

Lines changed: 984 additions & 33 deletions

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faiss/IndexBinaryHNSW.cpp

Lines changed: 19 additions & 7 deletions
Original file line numberDiff line numberDiff line change
@@ -270,13 +270,25 @@ void IndexBinaryHNSW::add(idx_t n, const uint8_t* x) {
270270
storage->add(n, x);
271271
ntotal = storage->ntotal;
272272

273-
hnsw_add_vertices(
274-
*this,
275-
n0,
276-
n,
277-
x,
278-
verbose,
279-
hnsw.levels.size() == static_cast<size_t>(ntotal));
273+
bool preset_levels = hnsw.levels.size() == static_cast<size_t>(ntotal);
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275+
if (hnsw_deterministic_build) {
276+
hnsw_add_vertices_deterministic(
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hnsw,
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n0,
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n,
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d,
281+
init_level0,
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keep_max_size_level0,
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preset_levels,
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verbose,
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[this] { return get_distance_computer(); },
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[this, x, n0](DistanceComputer& dc, HNSW::storage_idx_t pt_id) {
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dc.set_query((const float*)(x + (pt_id - n0) * code_size));
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});
289+
} else {
290+
hnsw_add_vertices(*this, n0, n, x, verbose, preset_levels);
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}
280292
}
281293

282294
void IndexBinaryHNSW::reset() {

faiss/IndexHNSW.cpp

Lines changed: 315 additions & 7 deletions
Original file line numberDiff line numberDiff line change
@@ -41,6 +41,8 @@ using NodeDistFarther = HNSW::NodeDistFarther;
4141

4242
HNSWStats hnsw_stats;
4343

44+
bool hnsw_deterministic_build = false;
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4446
/**************************************************************
4547
* add / search blocks of descriptors
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**************************************************************/
@@ -214,6 +216,300 @@ void hnsw_add_vertices(
214216

215217
} // namespace
216218

219+
// Deterministic HNSW graph build: points are bucketed by level and inserted in
220+
// prefix-doubling batches. Phase A computes forward links against a frozen
221+
// snapshot and records reverse edges; phase B merges those in a fixed order.
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void hnsw_add_vertices_deterministic(
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HNSW& hnsw,
224+
size_t n0,
225+
size_t n,
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int d,
227+
bool init_level0,
228+
bool keep_max_size_level0,
229+
bool preset_levels,
230+
bool verbose,
231+
const std::function<DistanceComputer*()>& make_distance_computer,
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const std::function<void(DistanceComputer&, HNSW::storage_idx_t)>&
233+
set_query) {
234+
size_t ntotal = n0 + n;
235+
double t0 = getmillisecs();
236+
if (verbose) {
237+
printf("hnsw_add_vertices_deterministic: adding %zd elements on top of %zd "
238+
"(preset_levels=%d)\n",
239+
n,
240+
n0,
241+
int(preset_levels));
242+
}
243+
244+
if (n == 0) {
245+
return;
246+
}
247+
248+
// init_level0=false (CAGRA import) skips the level-0-only bucket; higher-
249+
// level points still build their own level-0 links.
250+
const int min_bucket_level = init_level0 ? 0 : 1;
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252+
int max_level = hnsw.prepare_level_tab(n, preset_levels);
253+
if (verbose) {
254+
printf(" max_level = %d\n", max_level);
255+
}
256+
257+
// Bucket the new points by level, highest first.
258+
std::vector<int> hist;
259+
std::vector<int> order(n);
260+
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{ // make buckets with vectors of the same level
262+
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// build histogram
264+
for (size_t i = 0; i < n; i++) {
265+
storage_idx_t pt_id = static_cast<storage_idx_t>(i + n0);
266+
int pt_level = hnsw.levels[pt_id] - 1;
267+
while (pt_level >= static_cast<int>(hist.size())) {
268+
hist.push_back(0);
269+
}
270+
hist[pt_level]++;
271+
}
272+
273+
// accumulate
274+
std::vector<int> offsets(hist.size() + 1, 0);
275+
for (size_t i = 0; i < hist.size() - 1; i++) {
276+
offsets[i + 1] = offsets[i] + hist[i];
277+
}
278+
279+
// bucket sort
280+
for (size_t i = 0; i < n; i++) {
281+
storage_idx_t pt_id = static_cast<storage_idx_t>(i + n0);
282+
int pt_level = hnsw.levels[pt_id] - 1;
283+
order[offsets[pt_level]++] = pt_id;
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}
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}
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// Upper bound on batch size (ParlayANN's theta), 2% of the index.
288+
const size_t theta =
289+
std::max<size_t>(1, static_cast<size_t>(0.02 * ntotal));
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291+
// Polled inside phase A: a batch can be 2% of ntotal, so cancelling only
292+
// at batch boundaries would take minutes on large indexes.
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const idx_t check_period = InterruptCallback::get_period_hint(
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max_level * d * hnsw.efConstruction);
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RandomGenerator rng2(789);
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size_t i1 = n;
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299+
for (int pt_level = static_cast<int>(hist.size()) - 1;
300+
pt_level >= min_bucket_level;
301+
pt_level--) {
302+
size_t i0 = i1 - hist[pt_level];
303+
if (i0 == i1) {
304+
continue;
305+
}
306+
307+
if (verbose) {
308+
printf("Adding %zu elements at level %d\n", i1 - i0, pt_level);
309+
}
310+
311+
// random permutation to get rid of dataset order bias
312+
for (size_t j = i0; j < i1; j++) {
313+
std::swap(
314+
order[j],
315+
order[j + rng2.rand_int(static_cast<int>(i1 - j))]);
316+
}
317+
318+
// Bootstrap/raise the entry point: the top bucket runs first, so its
319+
// first (shuffled) point is a valid max-level entry point.
320+
if (hnsw.entry_point == -1 || pt_level > hnsw.max_level) {
321+
hnsw.max_level = pt_level;
322+
hnsw.entry_point = order[i0];
323+
}
324+
325+
// Prefix-doubling batches within this bucket.
326+
size_t s = i0;
327+
while (s < i1) {
328+
size_t done = s - i0;
329+
size_t grow = std::min(done == 0 ? size_t(1) : done, theta);
330+
size_t e = std::min(i1, s + grow);
331+
332+
// Phase A: compute forward links against the snapshot
333+
// A reverse edge: `dest` gains an incoming link from `src`.
334+
struct Edge {
335+
int level;
336+
HNSW::storage_idx_t dest;
337+
HNSW::storage_idx_t src;
338+
};
339+
340+
// One buffer, sized to an upper bound so it never reallocates.
341+
// The fill order is nondeterministic but harmless: phase B
342+
// regroups by destination.
343+
size_t cap_sum = 0;
344+
for (int64_t i = s; i < static_cast<int64_t>(e); i++) {
345+
storage_idx_t pid = order[i];
346+
cap_sum += hnsw.offsets[pid + 1] - hnsw.offsets[pid];
347+
}
348+
// Default-initialised to skip a memset per sub-batch; safe because
349+
// edge_counter only hands out slots that are written before read.
350+
std::unique_ptr<Edge[]> reverse_edges(new Edge[cap_sum]);
351+
std::atomic<size_t> edge_counter{0};
352+
353+
// Thrown after the region (cannot throw out of one); the
354+
// unsynchronized write costs at most one extra poll.
355+
bool interrupt = false;
356+
357+
#pragma omp parallel if (e - s > 100)
358+
{
359+
std::unique_ptr<VisitedTable> vt =
360+
VisitedTable::create(ntotal, hnsw.use_visited_hashset);
361+
362+
std::unique_ptr<DistanceComputer> dis(make_distance_computer());
363+
std::vector<std::pair<HNSW::storage_idx_t, int>>
364+
pt_reverse_edges;
365+
size_t counter = 0;
366+
367+
#pragma omp for schedule(static)
368+
for (int64_t i = s; i < static_cast<int64_t>(e); i++) {
369+
if (interrupt) {
370+
continue; // cannot break out of an OpenMP for loop
371+
}
372+
storage_idx_t pt_id = order[i];
373+
int lvl = hnsw.levels[pt_id] - 1;
374+
set_query(*dis, pt_id);
375+
376+
pt_reverse_edges.clear();
377+
hnsw.compute_forward_links_deterministic(
378+
*dis,
379+
lvl,
380+
pt_id,
381+
*vt,
382+
pt_reverse_edges,
383+
keep_max_size_level0);
384+
385+
size_t off = edge_counter.fetch_add(
386+
pt_reverse_edges.size(), std::memory_order_relaxed);
387+
for (size_t k = 0; k < pt_reverse_edges.size(); k++) {
388+
reverse_edges[off + k] = {
389+
pt_reverse_edges[k].second,
390+
pt_reverse_edges[k].first,
391+
pt_id};
392+
}
393+
394+
if (counter++ % check_period == 0 &&
395+
InterruptCallback::is_interrupted()) {
396+
interrupt = true;
397+
}
398+
}
399+
}
400+
if (interrupt) {
401+
FAISS_THROW_MSG("computation interrupted");
402+
}
403+
404+
// Phase B: merge the reverse edges
405+
// Group by destination so each node is merged by exactly one
406+
// thread: lock-free and thread-count-independent.
407+
const size_t total = edge_counter.load();
408+
409+
constexpr int kBucketBits = 8;
410+
constexpr uint32_t kNumBuckets = 1u << kBucketBits;
411+
constexpr uint32_t kBucketMask = kNumBuckets - 1;
412+
413+
// bstart[b]..bstart[b+1] delimits bucket b after partitioning.
414+
std::vector<size_t> bstart(kNumBuckets + 1, 0);
415+
for (size_t idx = 0; idx < total; idx++) {
416+
bstart[(static_cast<uint32_t>(reverse_edges[idx].dest) &
417+
kBucketMask) +
418+
1]++;
419+
}
420+
for (uint32_t b = 0; b < kNumBuckets; b++) {
421+
bstart[b + 1] += bstart[b];
422+
}
423+
424+
// In-place partition (cycle sort): each step lands at least one
425+
// edge in its bucket, so O(total) with no auxiliary buffer.
426+
{
427+
std::vector<size_t> head(bstart.begin(), bstart.end() - 1);
428+
for (uint32_t b = 0; b < kNumBuckets; b++) {
429+
size_t end_b = bstart[b + 1];
430+
while (head[b] < end_b) {
431+
Edge cur_e = reverse_edges[head[b]];
432+
if ((static_cast<uint32_t>(cur_e.dest) & kBucketMask) ==
433+
b) {
434+
head[b]++;
435+
continue;
436+
}
437+
while ((static_cast<uint32_t>(cur_e.dest) &
438+
kBucketMask) != b) {
439+
uint32_t tb = static_cast<uint32_t>(cur_e.dest) &
440+
kBucketMask;
441+
std::swap(cur_e, reverse_edges[head[tb]]);
442+
head[tb]++;
443+
}
444+
reverse_edges[head[b]] = cur_e;
445+
head[b]++;
446+
}
447+
}
448+
}
449+
Edge* base = reverse_edges.get();
450+
451+
#pragma omp parallel if (total > 100)
452+
{
453+
std::unique_ptr<DistanceComputer> dis(make_distance_computer());
454+
// Not schedule(dynamic): the libomp dynamic dispatcher
455+
// segfaults in some build configs.
456+
#pragma omp for schedule(static)
457+
for (int64_t b = 0; b < static_cast<int64_t>(kNumBuckets);
458+
b++) {
459+
Edge* p = base + bstart[b];
460+
size_t m = bstart[b + 1] - bstart[b];
461+
if (m == 0) {
462+
continue;
463+
}
464+
// src order does not matter; the merge re-sorts each set.
465+
std::sort(p, p + m, [](const Edge& a, const Edge& c) {
466+
if (a.level != c.level) {
467+
return a.level < c.level;
468+
}
469+
return a.dest < c.dest;
470+
});
471+
std::vector<HNSW::storage_idx_t> incoming;
472+
size_t g = 0;
473+
while (g < m) {
474+
size_t h = g + 1;
475+
while (h < m && p[h].level == p[g].level &&
476+
p[h].dest == p[g].dest) {
477+
h++;
478+
}
479+
incoming.clear();
480+
incoming.reserve(h - g);
481+
for (size_t kk = g; kk < h; kk++) {
482+
incoming.push_back(p[kk].src);
483+
}
484+
hnsw.merge_reverse_links_deterministic(
485+
*dis,
486+
p[g].dest,
487+
p[g].level,
488+
incoming,
489+
keep_max_size_level0 && (p[g].level == 0));
490+
g = h;
491+
}
492+
}
493+
}
494+
495+
InterruptCallback::check();
496+
s = e;
497+
}
498+
499+
i1 = i0;
500+
}
501+
502+
if (init_level0) {
503+
FAISS_ASSERT(i1 == 0);
504+
} else {
505+
FAISS_ASSERT((i1 - hist[0]) == 0);
506+
}
507+
508+
if (verbose) {
509+
printf("Done in %.3f ms\n", getmillisecs() - t0);
510+
}
511+
}
512+
217513
/**************************************************************
218514
* IndexHNSW implementation
219515
**************************************************************/
@@ -384,13 +680,25 @@ void IndexHNSW::add(idx_t n, const float* x) {
384680
storage->add(n, x);
385681
ntotal = storage->ntotal;
386682

387-
hnsw_add_vertices(
388-
*this,
389-
n0,
390-
n,
391-
x,
392-
verbose,
393-
hnsw.levels.size() == static_cast<size_t>(ntotal));
683+
bool preset_levels = hnsw.levels.size() == static_cast<size_t>(ntotal);
684+
685+
if (hnsw_deterministic_build) {
686+
hnsw_add_vertices_deterministic(
687+
hnsw,
688+
n0,
689+
n,
690+
d,
691+
init_level0,
692+
keep_max_size_level0,
693+
preset_levels,
694+
verbose,
695+
[this] { return storage_distance_computer(storage); },
696+
[this, x, n0](DistanceComputer& dc, HNSW::storage_idx_t pt_id) {
697+
dc.set_query(x + (pt_id - n0) * d);
698+
});
699+
} else {
700+
hnsw_add_vertices(*this, n0, n, x, verbose, preset_levels);
701+
}
394702
}
395703

396704
void IndexHNSW::reset() {

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