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https://gitclone.com/github.com/MetaCubeX/Clash.Meta
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176 lines
4.3 KiB
Go
176 lines
4.3 KiB
Go
package trie
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// Package succinct provides several succinct data types.
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// Modify from https://github.com/openacid/succinct/blob/d4684c35d123f7528b14e03c24327231723db704/sskv.go
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import (
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"sort"
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"strings"
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"github.com/metacubex/mihomo/common/utils"
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"github.com/openacid/low/bitmap"
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)
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const (
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complexWildcardByte = byte('+')
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wildcardByte = byte('*')
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domainStepByte = byte('.')
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)
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type DomainSet struct {
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leaves, labelBitmap []uint64
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labels []byte
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ranks, selects []int32
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}
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type qElt struct{ s, e, col int }
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// NewDomainSet creates a new *DomainSet struct, from a DomainTrie.
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func (t *DomainTrie[T]) NewDomainSet() *DomainSet {
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reserveDomains := make([]string, 0)
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t.Foreach(func(domain string, data T) {
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reserveDomains = append(reserveDomains, utils.Reverse(domain))
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})
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// ensure that the same prefix is continuous
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// and according to the ascending sequence of length
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sort.Strings(reserveDomains)
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keys := reserveDomains
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if len(keys) == 0 {
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return nil
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}
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ss := &DomainSet{}
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lIdx := 0
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queue := []qElt{{0, len(keys), 0}}
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for i := 0; i < len(queue); i++ {
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elt := queue[i]
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if elt.col == len(keys[elt.s]) {
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elt.s++
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// a leaf node
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setBit(&ss.leaves, i, 1)
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}
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for j := elt.s; j < elt.e; {
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frm := j
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for ; j < elt.e && keys[j][elt.col] == keys[frm][elt.col]; j++ {
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}
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queue = append(queue, qElt{frm, j, elt.col + 1})
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ss.labels = append(ss.labels, keys[frm][elt.col])
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setBit(&ss.labelBitmap, lIdx, 0)
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lIdx++
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}
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setBit(&ss.labelBitmap, lIdx, 1)
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lIdx++
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}
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ss.init()
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return ss
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}
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// Has query for a key and return whether it presents in the DomainSet.
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func (ss *DomainSet) Has(key string) bool {
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if ss == nil {
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return false
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}
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key = utils.Reverse(key)
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key = strings.ToLower(key)
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// no more labels in this node
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// skip character matching
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// go to next level
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nodeId, bmIdx := 0, 0
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type wildcardCursor struct {
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bmIdx, index int
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}
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stack := make([]wildcardCursor, 0)
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for i := 0; i < len(key); i++ {
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RESTART:
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c := key[i]
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for ; ; bmIdx++ {
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if getBit(ss.labelBitmap, bmIdx) != 0 {
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if len(stack) > 0 {
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cursor := stack[len(stack)-1]
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stack = stack[0 : len(stack)-1]
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// back wildcard and find next node
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nextNodeId := countZeros(ss.labelBitmap, ss.ranks, cursor.bmIdx+1)
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nextBmIdx := selectIthOne(ss.labelBitmap, ss.ranks, ss.selects, nextNodeId-1) + 1
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j := cursor.index
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for ; j < len(key) && key[j] != domainStepByte; j++ {
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}
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if j == len(key) {
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if getBit(ss.leaves, nextNodeId) != 0 {
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return true
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} else {
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goto RESTART
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}
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}
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for ; nextBmIdx-nextNodeId < len(ss.labels); nextBmIdx++ {
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if ss.labels[nextBmIdx-nextNodeId] == domainStepByte {
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bmIdx = nextBmIdx
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nodeId = nextNodeId
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i = j
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goto RESTART
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}
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}
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}
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return false
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}
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// handle wildcard for domain
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if ss.labels[bmIdx-nodeId] == complexWildcardByte {
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return true
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} else if ss.labels[bmIdx-nodeId] == wildcardByte {
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cursor := wildcardCursor{}
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cursor.bmIdx = bmIdx
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cursor.index = i
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stack = append(stack, cursor)
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} else if ss.labels[bmIdx-nodeId] == c {
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break
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}
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}
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nodeId = countZeros(ss.labelBitmap, ss.ranks, bmIdx+1)
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bmIdx = selectIthOne(ss.labelBitmap, ss.ranks, ss.selects, nodeId-1) + 1
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}
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return getBit(ss.leaves, nodeId) != 0
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}
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func setBit(bm *[]uint64, i int, v int) {
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for i>>6 >= len(*bm) {
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*bm = append(*bm, 0)
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}
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(*bm)[i>>6] |= uint64(v) << uint(i&63)
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}
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func getBit(bm []uint64, i int) uint64 {
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return bm[i>>6] & (1 << uint(i&63))
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}
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// init builds pre-calculated cache to speed up rank() and select()
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func (ss *DomainSet) init() {
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ss.selects, ss.ranks = bitmap.IndexSelect32R64(ss.labelBitmap)
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}
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// countZeros counts the number of "0" in a bitmap before the i-th bit(excluding
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// the i-th bit) on behalf of rank index.
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// E.g.:
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//
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// countZeros("010010", 4) == 3
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// // 012345
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func countZeros(bm []uint64, ranks []int32, i int) int {
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a, _ := bitmap.Rank64(bm, ranks, int32(i))
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return i - int(a)
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}
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// selectIthOne returns the index of the i-th "1" in a bitmap, on behalf of rank
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// and select indexes.
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// E.g.:
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//
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// selectIthOne("010010", 1) == 4
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// // 012345
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func selectIthOne(bm []uint64, ranks, selects []int32, i int) int {
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a, _ := bitmap.Select32R64(bm, selects, ranks, int32(i))
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return int(a)
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}
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