func extensionPoint(G *digraph.Digraph, emb *subgraph.Embedding, e *digraph.Edge, src, targ int) *subgraph.Extension {
hasTarg := false
hasSrc := false
var srcIdx int = len(emb.SG.V)
var targIdx int = len(emb.SG.V)
if src >= 0 {
hasSrc = true
srcIdx = src
}
if targ >= 0 {
hasTarg = true
targIdx = targ
}
for idx, id := range emb.Ids {
if hasTarg && hasSrc {
break
}
if !hasSrc && e.Src == id {
hasSrc = true
srcIdx = idx
}
if !hasTarg && e.Targ == id {
hasTarg = true
targIdx = idx
}
}
return subgraph.NewExt(
subgraph.Vertex{Idx: srcIdx, Color: G.V[e.Src].Color},
subgraph.Vertex{Idx: targIdx, Color: G.V[e.Targ].Color},
e.Color)
}
func DeserializeExtension(bytes []byte) *subgraph.Extension {
srcIdx := int(binary.BigEndian.Uint32(bytes[0:4]))
srcColor := int(binary.BigEndian.Uint32(bytes[4:8]))
targIdx := int(binary.BigEndian.Uint32(bytes[8:12]))
targColor := int(binary.BigEndian.Uint32(bytes[12:16]))
color := int(binary.BigEndian.Uint32(bytes[16:20]))
return subgraph.NewExt(
subgraph.Vertex{Idx: srcIdx, Color: srcColor},
subgraph.Vertex{Idx: targIdx, Color: targColor},
color,
)
}
func extensionsFromFreqEdges(dt *Digraph, pattern *subgraph.SubGraph, ei subgraph.EmbIterator, seen map[int]bool) (total int, overlap []map[int]bool, fisEmbs []*subgraph.Embedding, sets []*hashtable.LinearHash, exts types.Set) {
if dt.Mode&FIS == FIS {
seen = make(map[int]bool)
fisEmbs = make([]*subgraph.Embedding, 0, 10)
} else {
sets = make([]*hashtable.LinearHash, len(pattern.V))
}
if dt.Mode&OverlapPruning == OverlapPruning {
overlap = make([]map[int]bool, len(pattern.V))
}
support := dt.Support()
done := make(chan types.Set)
go func(done chan types.Set) {
exts := make(chan *subgraph.Extension, len(pattern.V))
go func() {
hash := set.NewSetMap(hashtable.NewLinearHash())
for ext := range exts {
if !pattern.HasExtension(ext) {
hash.Add(ext)
}
}
done <- hash
close(done)
}()
for i := range pattern.V {
u := &pattern.V[i]
for _, e := range dt.Indices.EdgesFromColor[u.Color] {
for j := range pattern.V {
v := &pattern.V[j]
if v.Color == e.TargColor {
ep := subgraph.NewExt(
subgraph.Vertex{Idx: i, Color: e.SrcColor},
subgraph.Vertex{Idx: j, Color: e.TargColor},
e.EdgeColor)
exts <- ep
}
}
ep := subgraph.NewExt(
subgraph.Vertex{Idx: i, Color: u.Color},
subgraph.Vertex{Idx: len(pattern.V), Color: e.TargColor},
e.EdgeColor)
exts <- ep
}
for _, e := range dt.Indices.EdgesToColor[u.Color] {
ep := subgraph.NewExt(
subgraph.Vertex{Idx: len(pattern.V), Color: e.SrcColor},
subgraph.Vertex{Idx: i, Color: u.Color},
e.EdgeColor)
exts <- ep
}
}
close(exts)
}(done)
stop := false
for emb, next := ei(stop); next != nil; emb, next = next(stop) {
min := -1
seenIt := false
for idx, id := range emb.Ids {
if fisEmbs != nil {
if seen[id] {
seenIt = true
}
}
if overlap != nil {
if overlap[idx] == nil {
overlap[idx] = make(map[int]bool)
}
overlap[idx][id] = true
}
if seen != nil {
seen[id] = true
}
if sets != nil {
if sets[idx] == nil {
sets[idx] = hashtable.NewLinearHash()
}
set := sets[idx]
if !set.Has(types.Int(id)) {
set.Put(types.Int(id), emb)
}
size := set.Size()
if min == -1 || size < min {
min = size
}
}
}
if fisEmbs != nil && !seenIt {
fisEmbs = append(fisEmbs, emb)
min = len(fisEmbs)
}
total++
if min >= support {
stop = true
}
}
if total < support {
return total, overlap, fisEmbs, sets, nil
}
return total, overlap, fisEmbs, sets, <-done
}