KongYiji.jl

断文识字的‘’孔乙己‘’ -- 一个简单的中文分词工具 Kong Yiji, a simple fine tuned Chinese tokenizer
Author hack1nt0
Popularity
2 Stars
Updated Last
1 Year Ago
Started In
August 2019

KongYiji.jl

断文识字的“孔乙己” -- 一个简单的中文分词工具 Kong Yiji, a simple fine tuned Chinese tokenizer

Features

Version 0.1.0

  1. Trained on Chinese Treebank 8.0. Of version 1 now, using a extended word-level Hidden Markov Model(HMM) contrast by eariler char-level HMM.

  2. Fine tuned to deal with Out-of-vocabulary (OOV) words(未登录词, 网络新词). If the algorithm cannot find them, just add them to user dict(see Constructor), and twist usr_dict_weight if necessary.

  3. Fully exported debug info with functions below:

    1. postable : table of part-of-speech(pos) tags used in CTB
    2. h2vtable : table of hidden (pos tag) to visual (words), i.e., emission matrix
    3. v2htable : reverse of above
    4. h2htable : table of hidden to hidden, i.e., transfer matrix
    5. hprtable : table of prior of hidden, i.e. prior probabilistic

Version 0.1.1

  1. Masked digit chars to reduce parameters overfitting.

  2. Removed lower discrimitive probs of word to postag(only keep top 2 highest).

Version 0.2.0

  1. POS tag nerual language model(RNN) to model infinitive history of pos tags.

Constructor

kong(; user_dict_path="", user_dict_array=[], user_dict_weight=1)
  • user_dict_path : a file path of user dict, eachline of which begin a word, optionally ahead by a part-of-speech tag(postag); If the postag not supplied, NR (Proper noun, 专有名词) is automatically inserted.

  • user_dict_array : a Vector{Tuple{String, String}} repr. [(postag, word)]

  • user_dict_weight : if value is m, frequency of (postag, word) in user dictionary will be $ m * maximum(values(h2v[postag])) $

Note all user suppiled postags MUST conform to specifications of Chinese Treebank.

Usage

See test/runtests.jl

Todos

  • Filter low frequency words from CTB
  • Exploit summary of POS table, insert a example column, plus constract with other POS scheme(PKU etc.)
  • Explore MaxEntropy & CRF related algorithms

Used By Packages

No packages found.