Created
August 24, 2018 18:21
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this is the only file needed - it is a package implementation of the Levenshtein Distance algorithm, as used in string comparison.
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package levenshtein | |
import ( | |
"unicode/utf8" | |
) | |
func computeLevenshteinValue(a, b string) int { | |
f := make([]int, utf8.RuneCountInString(b)+1) | |
for j := range f { | |
f[j] = j | |
} | |
for _, ca := range a { | |
j := 1 | |
fj1 := f[0] | |
f[0]++ | |
for _, cb := range b { | |
mn := min(f[j]+1, f[j-1]+1) | |
if cb != ca { | |
mn = min(mn, fj1+1) | |
} else { | |
mn = min(mn, fj1) | |
} | |
fj1, f[j] = f[j], mn | |
j++ | |
} | |
} | |
return f[len(f)-1] | |
} | |
func computeLevenshteinPercentage(a, b string) float64 { | |
distance := computeLevenshteinValue(a, b) | |
length := calculateLongestWord(a, b) | |
return (1.00 - float64(distance)/float64(length)) * 100.00 | |
} | |
func calculateLongestWord(a, b string) int { | |
if len(a) >= len(b) { | |
return len(a) | |
} | |
return len(b) | |
} | |
func min(a, b int) int { | |
if a <= b { | |
return a | |
} | |
return b | |
} |
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