@kwooshung/algorithm-sorts
v1.0.14
Published
Better algorithm implementation library
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@kwooshung/algorithm-sorts
Why was it developed?
- During development, I needed to use algorithms and found the algorithms.js library. Its implementation is excellent. This project is based on algorithms.js, with slight modifications in the compare section.
- algorithms.js is implemented using the
commonjs
standard, notesm
. This means it can't utilizetree shaking
. While there are indirect methods to achieve this, they are not as convenient as using theesm
standard directly. - algorithms.js hasn't been maintained for several years. Some algorithms and implementation logic would be better with a modern approach.
Why Use It?
- Written in
Typescript
with unit testing, ensuring code quality with100%
coverage. - Supports both
esm
andcommonjs
standards. Theesm
standard enables direct use oftree shaking
to reduce the bundle size. - Clear documentation, including comments in both Chinese and English, making it easy to read and understand, as shown below.
/**
* 短冒泡排序 / Short Bubble Sort
* @description 短冒泡排序是冒泡排序的一种变体,当在整个排序过程中没有进行任何交换时,该算法会提前停止 / Short bubble sort is a variation of bubble sort that stops early if no swaps are made during the entire sorting process
* @usageScenario 适用于检测几乎已经排序好的数组 / Suitable for detecting nearly sorted arrays
* @timeComplexity 最好情况 O(n),平均和最坏情况 O(n^2) / Best case O(n), average and worst case O(n^2)
* @param {T[]} array 待排序数组 / Array to be sorted
* @param {boolean} [modifyOriginal=true] 是否修改原数组 / Whether to modify the original array
* @param {(a: T, b: T) => number} [compareFunction] 比较函数,定义元素的排序方式 / Comparison function, defines the sorting order of elements
* @param {boolean} [reverse=false] 是否反转结果 / Whether to reverse the result
*/
- When developing, I need to use algorithms. I found this library algorithms.js. Its implementation is very good. This project’s [compare](src /internal/compare/index.ts) is slightly modified based on algorithms.js.
- In most cases, the efficiency of our library's algorithms is superior to algorithms.js. There are comparative charts below, and you can also
git clone
this project and runnpm compare
for testing.
When Not to Use It?
As the project name suggests, our project's algorithms only support sorting
. If you need other types of algorithms, you might want to use algorithms.js.
Efficiency Comparison
The comparison involves random data of 1000 items, with string lengths varying from 6 to 32 and numbers ranging from 0 to 1,000,000, as shown below:
| Algorithm | algorithms.js | @kwooshung/algorithm-sorts | Difference | | :---------------------- | :-----------: | :------------------------: | :------------: | | Bubble Sort | 65.0368 ms | 65.0298 ms | -0.0070 ms | | Shout Bubble Sort | 13251.3260 ms | 128.2500 ms | -13123.0760 ms | | Cocktail Sort | - | 52.7166 ms | - | | Counting Sort | - | 12.3503 ms | - | | Optimized Counting Sort | 33.2357 ms | 32.6380 ms | -0.5977 ms | | Heap Sort | 8.3025 ms | 4.6525 ms | -3.6500 ms | | Insertion Sort | 27.4480 ms | 27.4331 ms | -0.0149 ms | | Merge Sort | 2.9167 ms | 2.5592 ms | -0.3575 ms | | Pancake Sort | - | 57.7009 ms | 0 ms | | Quick Sort | 3.0599 ms | 2.6374 ms | -0.4225 ms | | Radix Sort | 0.2070 ms | 0.1339 ms | -0.0731 ms | | Selection Sort | 55.8389 ms | 55.8000 ms | -0.0389 ms | | Shell Sort | 3.1775 ms | 3.1564 ms | -0.0211 ms | | Tim Sort | - | 6.7950 ms | - |
Install
npm
npm install @kwooshung/algorithm-sorts
yarn
yarn add @kwooshung/algorithm-sorts
pnpm
pnpm add @kwooshung/algorithm-sorts
Usage
Importing
esm
import { bubbleSort } from '@kwooshung/algorithm-sorts';
commonjs
const { bubbleSort } = require('@kwooshung/algorithm-sorts');
Supported Algorithms
Currently, the following sorting algorithms are supported. For specific usage instructions, click on the sorting algorithm names below and refer to the comments and parameters:
- » Bubble Sort
- » Short Bubble Sort
- » Cocktail Sort
- » Counting Sort
- » Counting Sort (Optimized Version)
- » Heap Sort
- » Insertion Sort
- » Merge Sort
- » Pancake Sorting
- » Quick Sort
- » Radix Sort
- » Selection Sort
- » Shell Sort
- » Tim Sort