isLouisHsu / isLouisHsu/isLouisHsu.github.io

LDA | LOUIS' BLOG

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Dominant language
HTML
Stars
4
Forks
1
PR merge metrics
No merged PRs in 30d

Description

https://louishsu.xyz/2019/04/22/LDA/

前言在PCA中,介绍了无监督降维方法,主成分分析(Principal Components Analysis)。从投影后数据方差最大的角度出发,选取主轴。下面介绍一种有监督的降维方法,线性判别分析(Linear Discriminant Analysis)。 原理设有$n$维样本集$D={x^{(1)}, …, x^{(i)}, …, x^{(m)}}$,所属类别数目为$C$,现求其第一投影轴

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Research direction

The issue links to the LDA article at louishsu.xyz and includes part of its Chinese text, but it names no repository file, test, or requested change. Clarify whether the article should be added, corrected, or reformatted before choosing an entry point; completion criteria are not provided.

Written by the indexing model from the issue text.

Assessment

Tech stack
html
Domain
content
Issue type
Documentation
Difficulty
3/5
Estimated time
1-2 days
Activity status
Stale
Clarity
Needs clarification
Newbie friendliness
20/100

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