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gh-aw/pkg/stringutil/fuzzy_match.go at main · github/gh-aw · GitHub
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gh-aw
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pkg
/
stringutil
/
fuzzy_match.go
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main
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gh-aw
/
pkg
/
stringutil
/
fuzzy_match.go
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// Package stringutil provides utility functions for working with strings.
package
stringutil
import
(
"slices"
"strings"
"github.com/github/gh-aw/pkg/logger"
)
var
fuzzyMatchLog
=
logger
.
New
(
"stringutil:fuzzy_match"
)
// FindClosestMatches finds the closest matching strings using Levenshtein distance.
// It returns up to maxResults matches that have a Levenshtein distance of 3 or less.
// Results are sorted by distance (closest first), then alphabetically for ties.
//
// Before computing distance, both target and each candidate are separator-normalized
// by replacing underscores with hyphens. This means "add_comment" and "add-comment"
// compare at distance 0 and the hyphenated candidate is returned as the suggestion.
//
// This function is useful for "Did you mean?" suggestions when a user provides
// an unrecognized value (e.g., a typo in an engine name or event type).
func
FindClosestMatches
(
target
string
,
candidates
[]
string
,
maxResults
int
) []
string
{
fuzzyMatchLog
.
Printf
(
"FindClosestMatches: target=%q, candidates=%d, maxResults=%d"
,
target
,
len
(
candidates
),
maxResults
)
type
match
struct
{
value
string
distance
int
}
const
maxDistance
=
3
// Maximum acceptable Levenshtein distance
var
matches
[]
match
targetLower
:=
strings
.
ToLower
(
target
)
// Normalize separators so that underscore and hyphen variants compare equally.
targetNorm
:=
strings
.
ReplaceAll
(
targetLower
,
"_"
,
"-"
)
for
_
,
candidate
:=
range
candidates
{
candidateLower
:=
strings
.
ToLower
(
candidate
)
// Skip exact matches (case-insensitive, before normalization)
if
targetLower
==
candidateLower
{
continue
}
candidateNorm
:=
strings
.
ReplaceAll
(
candidateLower
,
"_"
,
"-"
)
// Compute distance on separator-normalized forms so that underscore/hyphen
// variants (e.g. "add_comment" vs "add-comment") count as distance 0.
distance
:=
LevenshteinDistance
(
targetNorm
,
candidateNorm
)
// Only include if distance is within acceptable range
if
distance
<=
maxDistance
{
matches
=
append
(
matches
,
match
{
value
:
candidate
,
distance
:
distance
})
}
}
// Sort by distance (lower is better), then alphabetically for ties
slices
.
SortFunc
(
matches
,
func
(
a
,
b
match
)
int
{
if
a
.
distance
!=
b
.
distance
{
if
a
.
distance
<
b
.
distance
{
return
-
1
}
return
1
}
switch
{
case
a
.
value
<
b
.
value
:
return
-
1
case
a
.
value
>
b
.
value
:
return
1
default
:
return
0
}
})
// Return top matches
var
results
[]
string
for
i
:=
0
;
i
<
len
(
matches
)
&&
i
<
maxResults
;
i
++
{
results
=
append
(
results
,
matches
[
i
].
value
)
}
fuzzyMatchLog
.
Printf
(
"FindClosestMatches: returning %d match(es) within distance %d"
,
len
(
results
),
maxDistance
)
return
results
}
// LevenshteinDistance computes the Levenshtein distance between two strings.
// This is the minimum number of single-character edits (insertions, deletions, or substitutions)
// required to change one string into the other.
func
LevenshteinDistance
(
a
,
b
string
)
int
{
aLen
:=
len
(
a
)
bLen
:=
len
(
b
)
// Early exit for empty strings
if
a
==
""
{
return
bLen
}
if
b
==
""
{
return
aLen
}
// Create a 2D matrix for dynamic programming
// We only need the previous row, so we can optimize space
previousRow
:=
make
([]
int
,
bLen
+
1
)
currentRow
:=
make
([]
int
,
bLen
+
1
)
// Initialize the first row (distance from empty string)
for
i
:=
0
;
i
<=
bLen
;
i
++
{
previousRow
[
i
]
=
i
}
// Calculate distances for each character in string a
for
i
:=
1
;
i
<=
aLen
;
i
++
{
currentRow
[
0
]
=
i
// Distance from empty string
for
j
:=
1
;
j
<=
bLen
;
j
++
{
// Cost of substitution (0 if characters match, 1 otherwise)
cost
:=
1
if
a
[
i
-
1
]
==
b
[
j
-
1
] {
cost
=
0
}
// Minimum of:
// - Deletion: previousRow[j] + 1
// - Insertion: currentRow[j-1] + 1
// - Substitution: previousRow[j-1] + cost
deletion
:=
previousRow
[
j
]
+
1
insertion
:=
currentRow
[
j
-
1
]
+
1
substitution
:=
previousRow
[
j
-
1
]
+
cost
currentRow
[
j
]
=
min
(
deletion
,
min
(
insertion
,
substitution
))
}
// Swap rows for next iteration
previousRow
,
currentRow
=
currentRow
,
previousRow
}
return
previousRow
[
bLen
]
}
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