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refactor: change separate tools by category
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32
core/stdlib/src/text/levenshtein-distance/index.test.ts
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32
core/stdlib/src/text/levenshtein-distance/index.test.ts
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import { describe, expect, it } from 'vitest';
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import {levenshteinDistance} from '.';
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describe('levenshteinDistance', () => {
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it('calculate edit distance between two strings', () => {
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// just one substitution I at the beginning
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expect(levenshteinDistance('islander', 'slander')).toBe(1);
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// substitution M->K, T->M and add an A to the end
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expect(levenshteinDistance('mart', 'karma')).toBe(3);
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// substitution K->S, E->I and insert G at the end
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expect(levenshteinDistance('kitten', 'sitting')).toBe(3);
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// should add 4 letters FOOT at the beginning
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expect(levenshteinDistance('ball', 'football')).toBe(4);
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// should delete 4 letters FOOT at the beginning
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expect(levenshteinDistance('football', 'foot')).toBe(4);
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// needs to substitute the first 5 chars INTEN->EXECU
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expect(levenshteinDistance('intention', 'execution')).toBe(5);
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});
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it('handle empty strings', () => {
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expect(levenshteinDistance('', '')).toBe(0);
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expect(levenshteinDistance('a', '')).toBe(1);
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expect(levenshteinDistance('', 'a')).toBe(1);
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expect(levenshteinDistance('abc', '')).toBe(3);
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expect(levenshteinDistance('', 'abc')).toBe(3);
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});
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});
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46
core/stdlib/src/text/levenshtein-distance/index.ts
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46
core/stdlib/src/text/levenshtein-distance/index.ts
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/**
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* @name levenshteinDistance
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* @category Text
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* @description Calculate the Levenshtein distance between two strings
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*
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* @param {string} left First string
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* @param {string} right Second string
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* @returns {number} The Levenshtein distance between the two strings
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*
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* @since 0.0.1
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*/
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export function levenshteinDistance(left: string, right: string): number {
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if (left === right) return 0;
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if (left.length === 0) return right.length;
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if (right.length === 0) return left.length;
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// Create empty edit distance matrix for all possible modifications of
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// substrings of left to substrings of right
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const distanceMatrix = Array(right.length + 1).fill(null).map(() => Array(left.length + 1).fill(null));
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// Fill the first row of the matrix
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// If this is the first row, we're transforming from an empty string to left
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// In this case, the number of operations equals the length of left substring
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for (let i = 0; i <= left.length; i++)
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distanceMatrix[0]![i]! = i;
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// Fill the first column of the matrix
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// If this is the first column, we're transforming empty string to right
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// In this case, the number of operations equals the length of right substring
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for (let j = 0; j <= right.length; j++)
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distanceMatrix[j]![0]! = j;
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for (let j = 1; j <= right.length; j++) {
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for (let i = 1; i <= left.length; i++) {
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const indicator = left[i - 1] === right[j - 1] ? 0 : 1;
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distanceMatrix[j]![i]! = Math.min(
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distanceMatrix[j]![i - 1]! + 1, // deletion
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distanceMatrix[j - 1]![i]! + 1, // insertion
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distanceMatrix[j - 1]![i - 1]! + indicator // substitution
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);
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}
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}
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return distanceMatrix[right.length]![left.length]!;
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}
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