hatter/math
1
1
Fork 0
Code Issues Pull Requests Actions Packages Projects Releases Wiki Activity

feat: add binomial theorem

Browse Source
This commit is contained in:
Hatter Jiang
2025-07-27 17:15:15 +08:00
parent 51a52abb5e
commit 241e7e2222
2 changed files with 52 additions and 14 deletions
Download Patch File Download Diff File Expand all files Collapse all files

30
README.md
View File

@@ -1,19 +1,21 @@
# math
| Class | Comments | MuBoard Link |
|-------------------------|--------------------|-----------------------------------------------------------------------------------------------------------------------------|
| BinaryExponentiation | 快速幂 | [binary-exponentiation](https://hatter.ink/static/resource/muboard/?id=binary-exponentiation&version=latest&full=1) |
| BirthdayParadox | 生日悖论 | [birthday-paradox](https://hatter.ink/static/resource/muboard/?id=birthday-paradox&version=latest&full=1) |
| ChineseRemainderTheorem | 中国剩余定理 | [chinese-remainder-theorem](https://hatter.ink/static/resource/muboard/?id=chinese-remainder-theorem&version=latest&full=1) |
| ChudnovskyAlgorithm | 楚德诺夫斯基算法 | [chudnovsky-algorithm](https://hatter.ink/static/resource/muboard/?id=chudnovsky-algorithm&version=latest&full=1) |
| EulerNumber | 欧拉数 | [eulers-number](https://hatter.ink/static/resource/muboard/?id=eulers-number&version=latest&full=1) |
| EulerTheorem | 欧拉定理 | [euler-theorem](https://hatter.ink/static/resource/muboard/?id=euler-theorem&version=latest&full=1) |
| FibonacciSequence | 斐波那契数列 | [fibonacci-sequence](https://hatter.ink/static/resource/muboard/?id=fibonacci-sequence&version=latest&full=1) |
| LeibnizFormula | $\pi$ 的莱布尼茨公式 | [leibniz-formula](https://hatter.ink/static/resource/muboard/?id=leibniz-formula&version=1) |
| ModularInv | 求乘法逆元【扩展欧几里得法】 | - |
| Prime | 试除法 | - |
| Sqrt10 | 求 $\sqrt{10}$【连分数】 | [resolve-sqrt-10](https://hatter.ink/static/resource/muboard/?id=resolve-sqrt-10&version=latest&full=1) |
| WallisProduct | 沃里斯乘积 | [wallis-product](https://hatter.ink/static/resource/muboard/?id=wallis-product&version=latest&full=1) |
| Class | Comments | MuBoard Link |
|-------------------------|--------------------|------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------|
| BinaryExponentiation | 快速幂 | [binary-exponentiation](https://hatter.ink/static/resource/muboard/?id=binary-exponentiation&version=latest&full=1) |
| BinomialTheorem | 二项式定理 | [binomial-theorem](https://hatter.ink/static/resource/muboard/?id=binomial-theorem&version=latest&full=1) |
| BirthdayParadox | 生日悖论 | [birthday-paradox](https://hatter.ink/static/resource/muboard/?id=birthday-paradox&version=latest&full=1) |
| ChineseRemainderTheorem | 中国剩余定理 | [chinese-remainder-theorem](https://hatter.ink/static/resource/muboard/?id=chinese-remainder-theorem&version=latest&full=1) |
| ChudnovskyAlgorithm | 楚德诺夫斯基算法 | [chudnovsky-algorithm](https://hatter.ink/static/resource/muboard/?id=chudnovsky-algorithm&version=latest&full=1) |
| EulerNumber | 欧拉数 | [eulers-number](https://hatter.ink/static/resource/muboard/?id=eulers-number&version=latest&full=1) |
| EulerTheorem | 欧拉定理 | [euler-theorem](https://hatter.ink/static/resource/muboard/?id=euler-theorem&version=latest&full=1) |
| FibonacciSequence | 斐波那契数列 | [fibonacci-sequence](https://hatter.ink/static/resource/muboard/?id=fibonacci-sequence&version=latest&full=1) |
| LeibnizFormula | $\pi$ 的莱布尼茨公式 | [leibniz-formula](https://hatter.ink/static/resource/muboard/?id=leibniz-formula&version=1) |
| ModularInv | 求乘法逆元【扩展欧几里得法】 | - |
| NormalDistribution | 正态分布 | [normal-distribution](https://hatter.ink/static/resource/muboard/?id=normal-distribution&version=latest&full=1) |
| Prime | 试除法 | - |
| Sqrt10 | 求 $\sqrt{10}$【连分数】 | [resolve-sqrt-10](https://hatter.ink/static/resource/muboard/?id=resolve-sqrt-10&version=latest&full=1) |
| WallisProduct | 沃里斯乘积 | [wallis-product](https://hatter.ink/static/resource/muboard/?id=wallis-product&version=latest&full=1) |
<br>