llm/Lib/site-packages/faiss/contrib/exhaustive_search.py

# Copyright (c) Facebook, Inc. and its affiliates.
#
# This source code is licensed under the MIT license found in the
# LICENSE file in the root directory of this source tree.

import faiss
import time
import numpy as np

import logging

LOG = logging.getLogger(__name__)

def knn_ground_truth(xq, db_iterator, k, metric_type=faiss.METRIC_L2):
    """Computes the exact KNN search results for a dataset that possibly

    does not fit in RAM but for which we have an iterator that

    returns it block by block.

    """
    LOG.info("knn_ground_truth queries size %s k=%d" % (xq.shape, k))
    t0 = time.time()
    nq, d = xq.shape
    keep_max = faiss.is_similarity_metric(metric_type)
    rh = faiss.ResultHeap(nq, k, keep_max=keep_max)

    index = faiss.IndexFlat(d, metric_type)
    if faiss.get_num_gpus():
        LOG.info('running on %d GPUs' % faiss.get_num_gpus())
        index = faiss.index_cpu_to_all_gpus(index)

    # compute ground-truth by blocks, and add to heaps
    i0 = 0
    for xbi in db_iterator:
        ni = xbi.shape[0]
        index.add(xbi)
        D, I = index.search(xq, k)
        I += i0
        rh.add_result(D, I)
        index.reset()
        i0 += ni
        LOG.info("%d db elements, %.3f s" % (i0, time.time() - t0))

    rh.finalize()
    LOG.info("GT time: %.3f s (%d vectors)" % (time.time() - t0, i0))

    return rh.D, rh.I

# knn function used to be here
knn = faiss.knn




def range_search_gpu(xq, r2, index_gpu, index_cpu, gpu_k=1024):
    """GPU does not support range search, so we emulate it with

    knn search + fallback to CPU index.



    The index_cpu can either be:

    - a CPU index that supports range search

    - a numpy table, that will be used to construct a Flat index if needed.

    - None. In that case, at most gpu_k results will be returned

    """
    nq, d = xq.shape
    is_binary_index = isinstance(index_gpu, faiss.IndexBinary)
    keep_max = faiss.is_similarity_metric(index_gpu.metric_type)
    r2 = int(r2) if is_binary_index else float(r2)
    k = min(index_gpu.ntotal, gpu_k)
    LOG.debug(
        f"GPU search {nq} queries with {k=:} {is_binary_index=:} {keep_max=:}")
    t0 = time.time()
    D, I = index_gpu.search(xq, k)
    t1 = time.time() - t0
    if is_binary_index:
        assert d * 8 < 32768  # let's compact the distance matrix
        D = D.astype('int16')
    t2 = 0
    lim_remain = None
    if index_cpu is not None:
        if not keep_max:
            mask = D[:, k - 1] < r2
        else:
            mask = D[:, k - 1] > r2
        if mask.sum() > 0:
            LOG.debug("CPU search remain %d" % mask.sum())
            t0 = time.time()
            if isinstance(index_cpu, np.ndarray):
                # then it in fact an array that we have to make flat
                xb = index_cpu
                if is_binary_index:
                    index_cpu = faiss.IndexBinaryFlat(d * 8)
                else:
                    index_cpu = faiss.IndexFlat(d, index_gpu.metric_type)
                index_cpu.add(xb)
            lim_remain, D_remain, I_remain = index_cpu.range_search(xq[mask], r2)
            if is_binary_index:
                D_remain = D_remain.astype('int16')
            t2 = time.time() - t0
    LOG.debug("combine")
    t0 = time.time()

    CombinerRangeKNN = (
        faiss.CombinerRangeKNNint16 if is_binary_index else
        faiss.CombinerRangeKNNfloat
    )

    combiner = CombinerRangeKNN(nq, k, r2, keep_max)
    if True:
        sp = faiss.swig_ptr
        combiner.I = sp(I)
        combiner.D = sp(D)
        # combiner.set_knn_result(sp(I), sp(D))
        if lim_remain is not None:
            combiner.mask = sp(mask)
            combiner.D_remain = sp(D_remain)
            combiner.lim_remain = sp(lim_remain.view("int64"))
            combiner.I_remain = sp(I_remain)
            # combiner.set_range_result(sp(mask), sp(lim_remain.view("int64")), sp(D_remain), sp(I_remain))
        L_res = np.empty(nq + 1, dtype='int64')
        combiner.compute_sizes(sp(L_res))
        nres = L_res[-1]
        D_res = np.empty(nres, dtype=D.dtype)
        I_res = np.empty(nres, dtype='int64')
        combiner.write_result(sp(D_res), sp(I_res))
    else:
        D_res, I_res = [], []
        nr = 0
        for i in range(nq):
            if not mask[i]:
                if index_gpu.metric_type == faiss.METRIC_L2:
                    nv = (D[i, :] < r2).sum()
                else:
                    nv = (D[i, :] > r2).sum()
                D_res.append(D[i, :nv])
                I_res.append(I[i, :nv])
            else:
                l0, l1 = lim_remain[nr], lim_remain[nr + 1]
                D_res.append(D_remain[l0:l1])
                I_res.append(I_remain[l0:l1])
                nr += 1
        L_res = np.cumsum([0] + [len(di) for di in D_res])
        D_res = np.hstack(D_res)
        I_res = np.hstack(I_res)
    t3 = time.time() - t0
    LOG.debug(f"times {t1:.3f}s {t2:.3f}s {t3:.3f}s")
    return L_res, D_res, I_res


def range_ground_truth(xq, db_iterator, threshold, metric_type=faiss.METRIC_L2,

                       shard=False, ngpu=-1):
    """Computes the range-search search results for a dataset that possibly

    does not fit in RAM but for which we have an iterator that

    returns it block by block.

    """
    nq, d = xq.shape
    t0 = time.time()
    xq = np.ascontiguousarray(xq, dtype='float32')

    index = faiss.IndexFlat(d, metric_type)
    if ngpu == -1:
        ngpu = faiss.get_num_gpus()
    if ngpu:
        LOG.info('running on %d GPUs' % ngpu)
        co = faiss.GpuMultipleClonerOptions()
        co.shard = shard
        index_gpu = faiss.index_cpu_to_all_gpus(index, co=co, ngpu=ngpu)

    # compute ground-truth by blocks
    i0 = 0
    D = [[] for _i in range(nq)]
    I = [[] for _i in range(nq)]
    for xbi in db_iterator:
        ni = xbi.shape[0]
        if ngpu > 0:
            index_gpu.add(xbi)
            lims_i, Di, Ii = range_search_gpu(xq, threshold, index_gpu, xbi)
            index_gpu.reset()
        else:
            index.add(xbi)
            lims_i, Di, Ii = index.range_search(xq, threshold)
            index.reset()
        Ii += i0
        for j in range(nq):
            l0, l1 = lims_i[j], lims_i[j + 1]
            if l1 > l0:
                D[j].append(Di[l0:l1])
                I[j].append(Ii[l0:l1])
        i0 += ni
        LOG.info("%d db elements, %.3f s" % (i0, time.time() - t0))

    empty_I = np.zeros(0, dtype='int64')
    empty_D = np.zeros(0, dtype='float32')
    # import pdb; pdb.set_trace()
    D = [(np.hstack(i) if i != [] else empty_D) for i in D]
    I = [(np.hstack(i) if i != [] else empty_I) for i in I]
    sizes = [len(i) for i in I]
    assert len(sizes) == nq
    lims = np.zeros(nq + 1, dtype="uint64")
    lims[1:] = np.cumsum(sizes)
    return lims, np.hstack(D), np.hstack(I)


def threshold_radius_nres(nres, dis, ids, thresh, keep_max=False):
    """ select a set of results """
    if keep_max:
        mask = dis > thresh
    else:
        mask = dis < thresh
    new_nres = np.zeros_like(nres)
    o = 0
    for i, nr in enumerate(nres):
        nr = int(nr)   # avoid issues with int64 + uint64
        new_nres[i] = mask[o:o + nr].sum()
        o += nr
    return new_nres, dis[mask], ids[mask]


def threshold_radius(lims, dis, ids, thresh, keep_max=False):
    """ restrict range-search results to those below a given radius """
    if keep_max:
        mask = dis > thresh
    else:
        mask = dis < thresh
    new_lims = np.zeros_like(lims)
    n = len(lims) - 1
    for i in range(n):
        l0, l1 = lims[i], lims[i + 1]
        new_lims[i + 1] = new_lims[i] + mask[l0:l1].sum()
    return new_lims, dis[mask], ids[mask]


def apply_maxres(res_batches, target_nres, keep_max=False):
    """find radius that reduces number of results to target_nres, and

    applies it in-place to the result batches used in

    range_search_max_results"""
    alldis = np.hstack([dis for _, dis, _ in res_batches])
    assert len(alldis) > target_nres
    if keep_max:
        alldis.partition(len(alldis) - target_nres - 1)
        radius = alldis[-1 - target_nres]
    else:
        alldis.partition(target_nres)
        radius = alldis[target_nres]

    if alldis.dtype == 'float32':
        radius = float(radius)
    else:
        radius = int(radius)
    LOG.debug('   setting radius to %s' % radius)
    totres = 0
    for i, (nres, dis, ids) in enumerate(res_batches):
        nres, dis, ids = threshold_radius_nres(
            nres, dis, ids, radius, keep_max=keep_max)
        totres += len(dis)
        res_batches[i] = nres, dis, ids
    LOG.debug('   updated previous results, new nb results %d' % totres)
    return radius, totres


def range_search_max_results(index, query_iterator, radius,

                             max_results=None, min_results=None,

                             shard=False, ngpu=0, clip_to_min=False):
    """Performs a range search with many queries (given by an iterator)

    and adjusts the threshold on-the-fly so that the total results

    table does not grow larger than max_results.



    If ngpu != 0, the function moves the index to this many GPUs to

    speed up search.

    """
    # TODO: all result manipulations are in python, should move to C++ if perf
    # critical
    is_binary_index = isinstance(index, faiss.IndexBinary)

    if min_results is None:
        assert max_results is not None
        min_results = int(0.8 * max_results)

    if max_results is None:
        assert min_results is not None
        max_results = int(min_results * 1.5)

    if ngpu == -1:
        ngpu = faiss.get_num_gpus()

    if ngpu:
        LOG.info('running on %d GPUs' % ngpu)
        co = faiss.GpuMultipleClonerOptions()
        co.shard = shard
        index_gpu = faiss.index_cpu_to_all_gpus(index, co=co, ngpu=ngpu)
    else:
        index_gpu = None

    t_start = time.time()
    t_search = t_post_process = 0
    qtot = totres = raw_totres = 0
    res_batches = []

    for xqi in query_iterator:
        t0 = time.time()
        LOG.debug(f"searching {len(xqi)} vectors")
        if index_gpu:
            lims_i, Di, Ii = range_search_gpu(xqi, radius, index_gpu, index)
        else:
            lims_i, Di, Ii = index.range_search(xqi, radius)

        nres_i = lims_i[1:] - lims_i[:-1]
        raw_totres += len(Di)
        qtot += len(xqi)

        t1 = time.time()
        if is_binary_index:
            # weird Faiss quirk that returns floats for Hamming distances
            Di = Di.astype('int16')

        totres += len(Di)
        res_batches.append((nres_i, Di, Ii))

        if max_results is not None and totres > max_results:
            LOG.info('too many results %d > %d, scaling back radius' %
                     (totres, max_results))
            radius, totres = apply_maxres(
                res_batches, min_results,
                keep_max=index.metric_type == faiss.METRIC_INNER_PRODUCT
            )
        t2 = time.time()
        t_search += t1 - t0
        t_post_process += t2 - t1
        LOG.debug('   [%.3f s] %d queries done, %d results' % (
            time.time() - t_start, qtot, totres))

    LOG.info(
        'search done in %.3f s + %.3f s, total %d results, end threshold %g' % (
            t_search, t_post_process, totres, radius)
    )

    if clip_to_min and totres > min_results:
        radius, totres = apply_maxres(
            res_batches, min_results,
            keep_max=index.metric_type == faiss.METRIC_INNER_PRODUCT
        )

    nres = np.hstack([nres_i for nres_i, dis_i, ids_i in res_batches])
    dis = np.hstack([dis_i for nres_i, dis_i, ids_i in res_batches])
    ids = np.hstack([ids_i for nres_i, dis_i, ids_i in res_batches])

    lims = np.zeros(len(nres) + 1, dtype='uint64')
    lims[1:] = np.cumsum(nres)

    return radius, lims, dis, ids


def exponential_query_iterator(xq, start_bs=32, max_bs=20000):
    """ produces batches of progressively increasing sizes. This is useful to

    adjust the search radius progressively without overflowing with

    intermediate results """
    nq = len(xq)
    bs = start_bs
    i = 0
    while i < nq:
        xqi = xq[i:i + bs]
        yield xqi
        if bs < max_bs:
            bs *= 2
        i += len(xqi)