Files
junegunn--fzf/src/item.go
T
Junegunn Choi 2f6d23b91e Enhanced ranking algorithm
Based on the patch by Matt Westcott (@mjwestcott).
But with a more conservative approach:
- Does not use linearly increasing penalties; It is agreed upon that we
  should prefer matching characters at the beginnings of the words, but
  it's not always clear that the relevance is inversely proportional to
  the distance from the beginning.
- The approach here is more conservative in that the bonus is never
  large enough to override the matchlen, so it can be thought of as the
  first implicit tiebreak criterion.
- One may argue the change breaks the contract of --tiebreak, but the
  judgement depends on the definition of "tie".
2016-04-16 14:33:38 +09:00

292 lines
5.8 KiB
Go

package fzf
import (
"math"
"github.com/junegunn/fzf/src/curses"
)
// Offset holds three 32-bit integers denoting the offsets of a matched substring
type Offset [3]int32
type colorOffset struct {
offset [2]int32
color int
bold bool
}
// Item represents each input line
type Item struct {
text []rune
origText *[]rune
transformed []Token
offsets []Offset
colors []ansiOffset
rank [5]int32
bonus int32
}
// Sort criteria to use. Never changes once fzf is started.
var sortCriteria []criterion
func isRankValid(rank [5]int32) bool {
// Exclude ordinal index
for _, r := range rank[:4] {
if r > 0 {
return true
}
}
return false
}
func buildEmptyRank(index int32) [5]int32 {
return [5]int32{0, 0, 0, 0, index}
}
func (item *Item) Index() int32 {
return item.rank[4]
}
// Rank calculates rank of the Item
func (item *Item) Rank(cache bool) [5]int32 {
if cache && isRankValid(item.rank) {
return item.rank
}
matchlen := 0
prevEnd := 0
lenSum := 0
minBegin := math.MaxInt32
for _, offset := range item.offsets {
begin := int(offset[0])
end := int(offset[1])
trimLen := int(offset[2])
lenSum += trimLen
if prevEnd > begin {
begin = prevEnd
}
if end > prevEnd {
prevEnd = end
}
if end > begin {
if begin < minBegin {
minBegin = begin
}
matchlen += end - begin
}
}
rank := buildEmptyRank(item.Index())
for idx, criterion := range sortCriteria {
var val int32
switch criterion {
case byMatchLen:
if matchlen == 0 {
val = math.MaxInt32
} else {
// It is extremely unlikely that bonus exceeds 128
val = 128*int32(matchlen) - item.bonus
}
case byLength:
// It is guaranteed that .transformed in not null in normal execution
if item.transformed != nil {
// If offsets is empty, lenSum will be 0, but we don't care
val = int32(lenSum)
} else {
val = int32(len(item.text))
}
case byBegin:
// We can't just look at item.offsets[0][0] because it can be an inverse term
whitePrefixLen := 0
for idx, r := range item.text {
whitePrefixLen = idx
if idx == minBegin || r != ' ' && r != '\t' {
break
}
}
val = int32(minBegin - whitePrefixLen)
case byEnd:
if prevEnd > 0 {
val = int32(1 + len(item.text) - prevEnd)
} else {
// Empty offsets due to inverse terms.
val = 1
}
}
rank[idx] = val
}
if cache {
item.rank = rank
}
return rank
}
// AsString returns the original string
func (item *Item) AsString(stripAnsi bool) string {
return *item.StringPtr(stripAnsi)
}
// StringPtr returns the pointer to the original string
func (item *Item) StringPtr(stripAnsi bool) *string {
if item.origText != nil {
if stripAnsi {
trimmed, _, _ := extractColor(string(*item.origText), nil)
return &trimmed
}
orig := string(*item.origText)
return &orig
}
str := string(item.text)
return &str
}
func (item *Item) colorOffsets(color int, bold bool, current bool) []colorOffset {
if len(item.colors) == 0 {
var offsets []colorOffset
for _, off := range item.offsets {
offsets = append(offsets, colorOffset{offset: [2]int32{off[0], off[1]}, color: color, bold: bold})
}
return offsets
}
// Find max column
var maxCol int32
for _, off := range item.offsets {
if off[1] > maxCol {
maxCol = off[1]
}
}
for _, ansi := range item.colors {
if ansi.offset[1] > maxCol {
maxCol = ansi.offset[1]
}
}
cols := make([]int, maxCol)
for colorIndex, ansi := range item.colors {
for i := ansi.offset[0]; i < ansi.offset[1]; i++ {
cols[i] = colorIndex + 1 // XXX
}
}
for _, off := range item.offsets {
for i := off[0]; i < off[1]; i++ {
cols[i] = -1
}
}
// sort.Sort(ByOrder(offsets))
// Merge offsets
// ------------ ---- -- ----
// ++++++++ ++++++++++
// --++++++++-- --++++++++++---
curr := 0
start := 0
var offsets []colorOffset
add := func(idx int) {
if curr != 0 && idx > start {
if curr == -1 {
offsets = append(offsets, colorOffset{
offset: [2]int32{int32(start), int32(idx)}, color: color, bold: bold})
} else {
ansi := item.colors[curr-1]
fg := ansi.color.fg
if fg == -1 {
if current {
fg = curses.CurrentFG
} else {
fg = curses.FG
}
}
bg := ansi.color.bg
if bg == -1 {
if current {
bg = curses.DarkBG
} else {
bg = curses.BG
}
}
offsets = append(offsets, colorOffset{
offset: [2]int32{int32(start), int32(idx)},
color: curses.PairFor(fg, bg),
bold: ansi.color.bold || bold})
}
}
}
for idx, col := range cols {
if col != curr {
add(idx)
start = idx
curr = col
}
}
add(int(maxCol))
return offsets
}
// ByOrder is for sorting substring offsets
type ByOrder []Offset
func (a ByOrder) Len() int {
return len(a)
}
func (a ByOrder) Swap(i, j int) {
a[i], a[j] = a[j], a[i]
}
func (a ByOrder) Less(i, j int) bool {
ioff := a[i]
joff := a[j]
return (ioff[0] < joff[0]) || (ioff[0] == joff[0]) && (ioff[1] <= joff[1])
}
// ByRelevance is for sorting Items
type ByRelevance []*Item
func (a ByRelevance) Len() int {
return len(a)
}
func (a ByRelevance) Swap(i, j int) {
a[i], a[j] = a[j], a[i]
}
func (a ByRelevance) Less(i, j int) bool {
irank := a[i].Rank(true)
jrank := a[j].Rank(true)
return compareRanks(irank, jrank, false)
}
// ByRelevanceTac is for sorting Items
type ByRelevanceTac []*Item
func (a ByRelevanceTac) Len() int {
return len(a)
}
func (a ByRelevanceTac) Swap(i, j int) {
a[i], a[j] = a[j], a[i]
}
func (a ByRelevanceTac) Less(i, j int) bool {
irank := a[i].Rank(true)
jrank := a[j].Rank(true)
return compareRanks(irank, jrank, true)
}
func compareRanks(irank [5]int32, jrank [5]int32, tac bool) bool {
for idx := 0; idx < 4; idx++ {
left := irank[idx]
right := jrank[idx]
if left < right {
return true
} else if left > right {
return false
}
}
return (irank[4] <= jrank[4]) != tac
}