hak
Hakka Chinese 客家語 / Hak-kâ-ngî
9,572 Words in vocabulary
2.83x Best compression
0.8359 Best isotropy
Sample text
Excerpts from Hakka Chinese Wikipedia articles.
Theodore Roosevelt () he Mî-koet ke thi 26-ngim chúng-thúng, chṳ chhai-ngim. chú...
Kí-hoi he kôn-chṳ̂ ke thi 36 chak, chhai kâng-chṳ́ ke thèu-chhièn lâu vú-sut ke ...
Ngi-yông-fa-than (二氧化碳) he khûng-hi lî-tú ke yit chúng hi-thí, fa-ho̍k-sit he CO...
Most common words
The 20 most frequently used words in Hakka Chinese Wikipedia.
Interactive playground
Explore Hakka Chinese interactively with browser-based demos.
Performance dashboard
Key metrics for all model types at a glance.
Quick start
Tokenizer
from wikilangs import tokenizer
tok = tokenizer('latest', 'hak', 32000)
tokens = tok.tokenize("Your text here")N-gram
from wikilangs import ngram
ng = ngram('latest', 'hak', gram_size=3)
score = ng.score("Your text here")Markov chain
from wikilangs import markov
mc = markov('latest', 'hak', depth=3)
text = mc.generate(length=50)Vocabulary
from wikilangs import vocabulary
vocab = vocabulary('latest', 'hak')
info = vocab.lookup("word")Embeddings
from wikilangs import embeddings
emb = embeddings('latest', 'hak', dimension=64)
vec = emb.embed_word("word")Available models
| Model Type | Variants | Description |
|---|---|---|
| Tokenizers | 8k, 16k, 32k, 64k | BPE tokenizers with different vocabulary sizes |
| N-gram (Word) | 2, 3, 4, 5-gram | Word-level language models |
| N-gram (Subword) | 2, 3, 4, 5-gram | Subword-level language models |
| Markov (Word) | Depth 1–5 | Word-level text generation |
| Markov (Subword) | Depth 1–5 | Subword-level text generation |
| Vocabulary | — | Word dictionary with frequency and IDF |
| Embeddings | 32d, 64d, 128d | Position-aware word embeddings |
Model evaluation
Tokenizer performance
Compression ratios and token statistics across vocabulary sizes.
N-gram evaluation
Perplexity and entropy metrics across n-gram sizes.
Markov chain evaluation
Entropy and branching factor by context depth.
Vocabulary analysis
Word frequency distribution and Zipf's law analysis.
Embeddings evaluation
Isotropy and vector space quality metrics.
Full research report
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