form stringlengths 1 193 | lemma stringlengths 2 13 ⌀ | upos stringclasses 12
values | feats stringclasses 53
values | glosses listlengths 1 1 ⌀ | source stringclasses 3
values | licence stringclasses 2
values |
|---|---|---|---|---|---|---|
asider | null | null | Domain=Math | [
{
"lang": "fra",
"text": "abaissement"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
sider | null | null | Domain=Math | [
{
"lang": "fra",
"text": "abaisser"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
sider tiddi | null | null | Domain=Math | [
{
"lang": "fra",
"text": "abaisser la hauteur"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
tafelwit | null | null | Domain=Math | [
{
"lang": "fra",
"text": "abaque"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
n abel ; abelyan | null | null | Domain=Math | [
{
"lang": "fra",
"text": "abelien"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
agraw n Abel / agraw abelyan | null | null | Domain=Math | [
{
"lang": "fra",
"text": "groupe abélien"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
sewzel | null | null | Domain=Math | [
{
"lang": "fra",
"text": "abreger"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
azegzal | null | null | Domain=Math | [
{
"lang": "fra",
"text": "abreviatif"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
tazegzilt / asewzel | null | null | Domain=Math | [
{
"lang": "fra",
"text": "abreviation"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
tanegzumt | null | null | Domain=Math | [
{
"lang": "fra",
"text": "abscisse"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
tanegzumt n tneqqiṭ M | null | null | Domain=Math | [
{
"lang": "fra",
"text": "abscisse du point M"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
agellus n tnegzumin | null | null | Domain=Math | [
{
"lang": "fra",
"text": "axe des abscisses"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
amagdez | null | null | Domain=Math | [
{
"lang": "fra",
"text": "absolu"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
azal amagdez | null | null | Domain=Math | [
{
"lang": "fra",
"text": "valeur absolue"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
magdez ; s umagdez | null | null | Domain=Math | [
{
"lang": "fra",
"text": "absolument"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
asartu yettawḍen s umagdez | null | null | Domain=Math | [
{
"lang": "fra",
"text": "suite absolument convergente"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
amazrar yettawḍen s umagdez | null | null | Domain=Math | [
{
"lang": "fra",
"text": "série absolument convergente"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
amur ittwarnayen s umagdez | null | null | Domain=Math | [
{
"lang": "fra",
"text": "partie absolument sommable"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
tawacult ittwarnayen s umagdez | null | null | Domain=Math | [
{
"lang": "fra",
"text": "famille absolument sommable"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
asket amaɣlal s umagdez | null | null | Domain=Math | [
{
"lang": "fra",
"text": "mesure absolument continue"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
amsum | null | null | Domain=Math | [
{
"lang": "fra",
"text": "absorbant"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
aferdis amsum | null | null | Domain=Math | [
{
"lang": "fra",
"text": "élément absorbant"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
tadwant | null | null | Domain=Math | [
{
"lang": "fra",
"text": "abstraction"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
azulal | null | null | Domain=Math | [
{
"lang": "fra",
"text": "absurde (l')"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
aẓeɣẓen s uzulal | null | null | Domain=Math | [
{
"lang": "fra",
"text": "raisonnement par l'absurde"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
urdu s uzulal | null | null | Domain=Math | [
{
"lang": "fra",
"text": "supposer par l'absurde"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
ackaḍ | null | null | Domain=Math | [
{
"lang": "fra",
"text": "acceleration"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
ackaḍ amagnu | null | null | Domain=Math | [
{
"lang": "fra",
"text": "accélération normale"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
ackaḍ aslayan | null | null | Domain=Math | [
{
"lang": "fra",
"text": "accélération tangentielle"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
uckiḍ | null | null | Domain=Math | [
{
"lang": "fra",
"text": "accelere"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
amussu uckiḍ | null | null | Domain=Math | [
{
"lang": "fra",
"text": "mouvement accéléré"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
amussu uckiḍ s usured | null | null | Domain=Math | [
{
"lang": "fra",
"text": "mouvement uniformément accéléré"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
ckeḍ | null | null | Domain=Math | [
{
"lang": "fra",
"text": "accelerer"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
amtawa | null | null | Domain=Math | [
{
"lang": "fra",
"text": "acceptation"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
tamnaḍt n umtawa | null | null | Domain=Math | [
{
"lang": "fra",
"text": "région d'acceptation"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
anerni | null | null | Domain=Math | [
{
"lang": "fra",
"text": "accroissement"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
snerni ; sgem ; awel ; sit | null | null | Domain=Math | [
{
"lang": "fra",
"text": "accroitre"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
asemnenni | null | null | Domain=Math | [
{
"lang": "fra",
"text": "accumulation"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
taneqqiṭ usemnenni | null | null | Domain=Math | [
{
"lang": "fra",
"text": "point d'accumulation"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
asemnenni amenzu | null | null | Domain=Math | [
{
"lang": "fra",
"text": "accumulation primitive (éco.)"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
ifuken | null | null | Domain=Math | [
{
"lang": "fra",
"text": "achevee"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
taɣda tilawt ifuken | null | null | Domain=Math | [
{
"lang": "fra",
"text": "droite réelle achevée"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
tamaɣust ; tesmem | null | null | Domain=Math | [
{
"lang": "fra",
"text": "acidite"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
akruz | null | null | Domain=Math | [
{
"lang": "fra",
"text": "acquisition"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
urmid | null | null | Domain=Math | [
{
"lang": "fra",
"text": "actif"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
tigawt | null | null | Domain=Math | [
{
"lang": "fra",
"text": "action"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
azgay | null | null | Domain=Math | [
{
"lang": "fra",
"text": "adaptation"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
amazgay | null | null | Domain=Math | [
{
"lang": "fra",
"text": "adapte"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
akala amazgay | null | null | Domain=Math | [
{
"lang": "fra",
"text": "processus adapté"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
sezg | null | null | Domain=Math | [
{
"lang": "fra",
"text": "adapter"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
s tmernit | null | null | Domain=Math | [
{
"lang": "fra",
"text": "additivement"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
aṣaḍuf yuran s tmernit | null | null | Domain=Math | [
{
"lang": "fra",
"text": "loi notée additivement"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
tattwarnit | null | null | Domain=Math | [
{
"lang": "fra",
"text": "additivite"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
unṭiḍ ; ameltaf | null | null | Domain=Math | [
{
"lang": "fra",
"text": "adherent"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
taneqqiṭ tunṭiṭ ɣer tegrumma | null | null | Domain=Math | [
{
"lang": "fra",
"text": "point adhérent à un ensemble"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
nṭeḍ ; ltef | null | null | Domain=Math | [
{
"lang": "fra",
"text": "adherer"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
imezdi | null | null | Domain=Math | [
{
"lang": "fra",
"text": "adjacent"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
snat tɣemmaṛ timezdiyin | null | null | Domain=Math | [
{
"lang": "fra",
"text": "deux angles adjacents"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
sin isurta imezdiyen | null | null | Domain=Math | [
{
"lang": "fra",
"text": "deux suites adjacentes"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
qqen | null | null | Domain=Math | [
{
"lang": "fra",
"text": "adjoindre"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
amaɣun | null | null | Domain=Math | [
{
"lang": "fra",
"text": "adjoint"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
agdumaɣun | null | null | Domain=Math | [
{
"lang": "fra",
"text": "adjoint (auto-)"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
amahal agdumaɣun | null | null | Domain=Math | [
{
"lang": "fra",
"text": "opérateur autoadjoint"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
isirew agdumaɣun | null | null | Domain=Math | [
{
"lang": "fra",
"text": "matrice autoadjointe"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
alawsan | null | null | Domain=Math | [
{
"lang": "fra",
"text": "affine"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
azadur alawsan | null | null | Domain=Math | [
{
"lang": "fra",
"text": "base affine"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
tallunt talawsant | null | null | Domain=Math | [
{
"lang": "fra",
"text": "espace affine"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
tassaɣt talawsant | null | null | Domain=Math | [
{
"lang": "fra",
"text": "application affine"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
tanzeggit talawsant | null | null | Domain=Math | [
{
"lang": "fra",
"text": "géométrie affine"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
agraw alawsan | null | null | Domain=Math | [
{
"lang": "fra",
"text": "groupe affine"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
amselɣu alawsan | null | null | Domain=Math | [
{
"lang": "fra",
"text": "repère affine"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
tanḍa timziregt talawsant | null | null | Domain=Math | [
{
"lang": "fra",
"text": "variété linéaire affine"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
imsidag ilawsanen | null | null | Domain=Math | [
{
"lang": "fra",
"text": "coordonnées affines"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
talawsa | null | null | Domain=Math | [
{
"lang": "fra",
"text": "affinite"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
isirew n tlawsa | null | null | Domain=Math | [
{
"lang": "fra",
"text": "matrice d'affinité"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
awṣil | null | null | Domain=Math | [
{
"lang": "fra",
"text": "affixe"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
awṣil n tneqqiṭ M n uɣawas aneftay | null | null | Domain=Math | [
{
"lang": "fra",
"text": "affixe d'un point M du plan complexe"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
TALALT / tallalt | null | null | Domain=Math | [
{
"lang": "fra",
"text": "aide"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
ALEL / awes | null | null | Domain=Math | [
{
"lang": "fra",
"text": "aider"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
imiccew | null | null | Domain=Math | [
{
"lang": "fra",
"text": "aigu"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
tiɣmert timiccewt | null | null | Domain=Math | [
{
"lang": "fra",
"text": "angle aigu"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
anrar | null | null | Domain=Math | [
{
"lang": "fra",
"text": "aire"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
amelles | null | null | Domain=Math | [
{
"lang": "fra",
"text": "ajustement"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
melles | null | null | Domain=Math | [
{
"lang": "fra",
"text": "ajuster"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
agacur | null | null | Domain=Math | [
{
"lang": "fra",
"text": "alea"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
agacur umḍin | null | null | Domain=Math | [
{
"lang": "fra",
"text": "aléa numérique"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
agacuran | null | null | Domain=Math | [
{
"lang": "fra",
"text": "aleatoire"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
amutti agacuran | null | null | Domain=Math | [
{
"lang": "fra",
"text": "variable aléatoire"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
akala agacuran | null | null | Domain=Math | [
{
"lang": "fra",
"text": "processus aléatoire"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
aljibṛ | null | null | Domain=Math | [
{
"lang": "fra",
"text": "algebre"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
aljibṛ n Bul | null | null | Domain=Math | [
{
"lang": "fra",
"text": "algèbre de Boole"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
aljibṛ imzireg | null | null | Domain=Math | [
{
"lang": "fra",
"text": "algèbre linéaire"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
aljibṛ agtimzireg | null | null | Domain=Math | [
{
"lang": "fra",
"text": "algèbre multilinéaire"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
aljibṛ alugan | null | null | Domain=Math | [
{
"lang": "fra",
"text": "algèbre normée"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
aljibṛ n Banax | null | null | Domain=Math | [
{
"lang": "fra",
"text": "algèbre de Banach"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
aljibṛ ɣef K ; K-aljibṛ | null | null | Domain=Math | [
{
"lang": "fra",
"text": "algèbre sur K ; K-algèbre"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
aljibṛen n Kliffurd | null | null | Domain=Math | [
{
"lang": "fra",
"text": "les algèbres de Clifford"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
aljibṛ n Li igensalɣyen | null | null | Domain=Math | [
{
"lang": "fra",
"text": "algèbre de Lie d'endomorphismes"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
mjibeṛ | null | null | Domain=Math | [
{
"lang": "fra",
"text": "algebriquement"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
tafekka tufrigt mjibeṛ | null | null | Domain=Math | [
{
"lang": "fra",
"text": "corps algébriquement clos"
}
] | hf.agurzil.tafsut-maths-lexicon | cc-by-4.0 |
KabLex
A lexical layer for Kabyle (Taqbaylit, kab, Latin script), from the
AƔBALU project.
366,892 lexical entries merged from three permissively licensed sources and normalised to one orthography, plus 25,642 word–pronunciation pairs aligned from sentence-level grapheme-to-phoneme data.
from datasets import load_dataset
lex = load_dataset("agbalu/KabLex", "lexicon", split="train")
ipa = load_dataset("agbalu/KabLex", "pronunciations", split="train")
lexicon
366,892 entries — 234,936 distinct surface forms over 17,090 lemmas, 2,408 of them multiword.
| field | |
|---|---|
form |
the surface form, normalised |
lemma |
its lemma, where the source gives one |
upos |
Universal POS tag, where the source gives one |
feats |
morphological or domain features, UD-style. "_" is UD's placeholder for "no features", on 25,858 entries; the other 341,034 carry a real value, and the column is never null |
glosses |
list of {lang, text} — 9,658 entries carry at least one |
source |
the registry id this entry came from |
licence |
that source's licence |
| POS | entries |
|---|---|
VERB |
345,057 |
| unlabelled | 15,357 |
NOUN |
5,603 |
PROPN |
287 |
PART |
249 |
ADJ, ADV, INTJ, others |
246 |
The distribution is a property of the sources, not of Kabyle. 94% of the entries are verb forms because the largest contributing source is an inflected verb list. Treat this as a wide verbal paradigm resource with a thin nominal layer, not as a balanced dictionary.
Composition
| source | entries | licence |
|---|---|---|
hf.boffire.kabyle-verbs |
342,257 | CC-BY-4.0 |
hf.boffire.hunspell-kab |
20,967 | MIT |
hf.agurzil.tafsut-maths-lexicon |
3,668 | CC-BY-4.0 |
What was excluded, and why
The built lexicon holds 395,834 entries. 28,942 are not published here, and the cut is made by code from each source's licence rather than by hand:
- 8,554 entries from an ODbL toponym source. ODbL §4.4 obliges a publicly used derivative database to be offered under ODbL too, so including them would impose share-alike on this whole release. ODbL is share-alike, not permissive — a distinction that is easy to get wrong and that changes what a downstream user is allowed to do.
- 20,388 entries whose upstream licence could not be established. An unresolved licence is not a permissive one. That source is independently available on the Hub.
Anyone who wants the full set can rebuild it from the registry; the exclusions are mechanical and reproducible, not editorial.
pronunciations
25,642 distinct words with an IPA reading, aligned from 59,185 sentence-level pairs (99.53% alignment rate) over a 42-phoneme inventory.
| field | |
|---|---|
word |
the orthographic word, normalised |
ipa |
its reading |
variants |
list of {ipa, count} — every attested reading with its frequency |
repaired |
true where this project restored a character the source dropped (§ below) |
🔴 This is a transliteration, not a phonetic transcription, and the distinction is load-bearing. Measured over all 292,921 aligned tokens:
- No word ever takes two readings — ambiguity is 0.0% — and that holds even when conditioned on the preceding word. The reading is a deterministic function of the spelling, which is a property of the generator, not evidence that Kabyle has no heterophonic homographs.
count(ə)equalscount(<e>)in 100.00% of entries. The schwa is orthographicerelabelled. This data does not restore schwa, and Kabyle schwa epenthesis is context-sensitive. For that, useagbalu/Juba-27M, which scores 93.51% positional schwa F1.ːcorresponds to a doubled letter in 100.00% of the 10,465 entries carrying it.- There is no cross-word phonology. Kabyle spirantization and assimilation cross word boundaries; a per-word table cannot express that.
Use it as a pronunciation dictionary and as a G2P training target. Do not use it as evidence about Kabyle phonetics.
Repaired characters
🔴 The upstream generator emits nothing for a character it has no rule for, silently.
This release repairs 199 entries, flagged by the repaired field:
| character | words | before | after |
|---|---|---|---|
o |
128 | bob → ββ |
βoβ |
ţ U+0163 |
73 | aţan → ææn |
ætːæn |
é, ï |
3 | rosé → rs |
left as-is, see below |
ţ is real Kabyle, not a foreign letter. It is the Dallet-tradition notation for the
spirantised/tense t, attested 21,058 times in this project's corpus; of 1,407 word types
carrying it, 43% have a tt counterpart and 34% a t one, against 0.7% for ṭ. It is
repaired to the geminate on that evidence. 🟡 No audio confirms this mapping — ţ occurs
zero times in Common Voice Kabyle.
Eight entries are left exactly as the source had them: 3d, mp3, androïd, rosé,
supermarché, muḥ€nd, xelleṣ̣, ṭeyyeb‟. Each carries a digit, a currency sign, a stray
combining mark or a curly quote — outside the writing system, so repairing them would mean
guessing.
Repairs are made only where the source reading is shorter than the reference table's.
Sound entries are untouched, because the table does not model i/u laxing and
regenerating one would replace an attested allophone with an approximation.
Source: boffire/kabyle-g2p-training-data, CC0-1.0. The repair is this project's.
Usage
from datasets import load_dataset
lexicon = load_dataset("agbalu/KabLex", "lexicon", split="train")
lexicon[0]
# {'form': 'asider', 'lemma': None, 'upos': None, 'feats': 'Domain=Math',
# 'glosses': [{'lang': 'fra', 'text': 'abaissement'}],
# 'source': 'hf.agurzil.tafsut-maths-lexicon', 'licence': 'cc-by-4.0'}
pronunciations = load_dataset("agbalu/KabLex", "pronunciations", split="train")
pronunciations[0]
# {'word': 'a', 'ipa': 'æ', ...}
licence is a column because the tiers are not uniform. Cut on it before redistributing:
permissive = lexicon.filter(lambda row: row["licence"].startswith("cc-by-4"))
_ in feats is UD's own placeholder for "no features", and None in lemma or upos
means the source supplied none. Neither is missing data to be cleaned.
Orthography
Everything is normalised to one documented orthography — normaliser 1.3.0+rules1.0.0, 81
rules, zero idempotence violations over 931,342 sentences.
This matters more for Kabyle than the phrase usually suggests. Two seed corpora in this
project carry 2.60% and 3.19% homoglyph-corrupted rows — Greek ε U+03B5 written for
Latin ɛ U+025B — and published Kabyle tokenizer vocabularies have that corruption baked
into their merges, at a measured +17.8–21.3% token cost.
Kabyle legitimately uses ɣ ɛ ḥ ḍ ṣ ṭ ẓ ṛ č ǧ ţ, and the emphatic and spirantised
distinctions carry meaning. Do not "clean" them away.
Known limits
- It is a union, not a balanced dictionary. The POS distribution above is what the three sources contain, not a designed sample. Read it before drawing a rate from this file.
uposis absent for 15,357 entries and is the source's tag where present, not a reviewed annotation.- The pronunciation set covers loanwords and proper nouns —
amikruskop("microscope"),armstrong,android— because it is aligned from running text and those occur in it. These are also where the source's dropped-character defect concentrated, so most of the 199 repaired entries are loanwords. Do not filter this config by word length or character inventory. The shortest entries are the most frequent words in the language:adoccurs 12,024 times,d18,862,i11,141,n6,001. - One upstream defect is patched here and flagged: the G2P source deletes characters it
has no rule for, and the
repairedfield marks every entry this release restored. - Two upstream defects are known and not patched: one source maps
ţ→ṭagainst corpus evidence, and another tagsiasisem. Both are owed as upstream reports. - Glosses are mostly French, reflecting the sources.
- Nothing here is human-reviewed at scale. It is a merged, normalised, provenance-carrying union of existing resources — which is exactly what did not exist before, and is not the same thing as a curated dictionary.
Citation
@misc{agbalu_kablex,
title = {KabLex: a Kabyle lexicon and pronunciation dictionary},
author = {AƔBALU},
year = {2026},
url = {https://huggingface.co/datasets/agbalu/KabLex}
}
Please also cite the upstream sources listed under Composition.
Licence
CC-BY-4.0. Every published entry is CC-BY-4.0 or MIT; CC-BY-4.0 is the more restrictive
of the two and governs the release. The pronunciation config is CC0-1.0 upstream. Each row
carries its own licence field, so a stricter subset can be cut by code.
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