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entry_id
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5
kind
stringclasses
2 values
headword
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20
french
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54
french_lemma
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20
⌀
part_of_speech
stringclasses
7 values
vietnamese
stringlengths
1
79
senses
listlengths
0
5
A0001
headword
Abaissement
Abaissement, m.
Abaissement
m
Sự hạ.
[]
A0002
headword
Abaisser
Abaisser, v.
Abaisser
v
Hạ.
[]
A0003
subentry
Abaisser
— une perpendiculaire sur un plan.
null
null
— một đường thẳng góc xuống một mặt phẳng.
[]
A0004
headword
Abaque
Abaque, m.
Abaque
m
Bản đồ-toán.
[]
A0005
subentry
Abaque
— cartésien.
null
null
— Descartes.
[]
A0006
subentry
Abaque
— à points alignés.
null
null
— có điểm thẳng hàng.
[]
A0007
subentry
Abaque
Abélien, a,
null
null
1) Abel.
[ { "n": 1, "vietnamese": "Abel." } ]
A0008
subentry
Abaque
Intégrale — ne.
null
null
Tích-phân —
[]
A0009
subentry
Abaque
Groupe —
null
null
Abel, giao-hoán. Nhóm —
[]
A0010
headword
Abélisation
Abélisation, f.
Abélisation
f
Sự giao-hoán-hóa.
[]
A0011
headword
Abscisse
Abscisse, f.
Abscisse
f
Hoành-độ.
[]
A0012
subentry
Abscisse
— curviligne.
null
null
— cong.
[]
A0013
subentry
Abscisse
— initiale.
null
null
— đầu.
[]
A0014
headword
Absolu
Absolu, a.
Absolu
a
Tuyệt-đối.
[]
A0015
subentry
Absolu
Valeur — e.
null
null
Trị-số —
[]
A0016
headword
Absolument
Absolument, adv.
Absolument
adv
Tuyệt-đối.
[]
A0017
subentry
Absolument
Série — convergente.
null
null
Cấp-số — hội-tụ.
[]
A0018
headword
Absorbant
Absorbant, a.
Absorbant
a
Hấp-thu.
[]
A0019
subentry
Absorbant
Ensemble —
null
null
Tập-hợp —
[]
A0020
headword
Absorber
Absorber, v.
Absorber
v
Hắp-thu.
[]
A0021
headword
Absorption
Absorption, f.
Absorption
f
Sự hấp-thu.
[]
A0022
subentry
Absorption
— d'un ensemble par un autre.
null
null
— một tập hợp bởi một tập hợp khác.
[]
A0023
headword
Abstraction
Abstraction, f.
Abstraction
f
Sự trừu-tượng.
[]
A0024
subentry
Abstraction
— faite.
null
null
Bỏ qua.
[]
A0025
headword
Abstrait
Abstrait, a.
Abstrait
a
Trừu-tượng.
[]
A0026
headword
Absurde
Absurde, a.
Absurde
a
Vô-lý.
[]
A0027
headword
Absurde
Absurde, m.
Absurde
m
Phản.chứng.
[]
A0028
subentry
Absurde
Raisonnement par l'—
null
null
Lý-luận bằng —
[]
A0029
headword
Absurdité
Absurdité, f.
Absurdité
f
Sự vô-lý.
[]
A0030
headword
Accélération
Accélération, f.
Accélération
f
Gia-tốc.
[]
A0031
subentry
Accélération
— absolue.
null
null
— tuyệt đối.
[]
A0032
subentry
Accélération
— angulaire.
null
null
— góc.
[]
A0033
subentry
Accélération
— aréolaire.
null
null
— diện tích.
[]
A0034
subentry
Accélération
— complémentaire.
null
null
— phụ.
[]
A0035
subentry
Accélération
— de Coriolis.
null
null
— Coriolis.
[]
A0036
subentry
Accélération
— d'entraînement.
null
null
— theo.
[]
A0037
subentry
Accélération
— de glissement.
null
null
— trượt.
[]
A0038
subentry
Accélération
— de la pesanteur.
null
null
— của trọng lực.
[]
A0039
subentry
Accélération
— normale.
null
null
— pháp-tuyến.
[]
A0040
subentry
Accélération
— radiale.
null
null
— xuyên-tâm.
[]
A0041
subentry
Accélération
— relative.
null
null
— tương đối.
[]
A0042
subentry
Accélération
— tangentielle.
null
null
— tiếp tuyển.
[]
A0043
headword
Accéléré
Accéléré, a.
Accéléré
a
Mau dần.
[]
A0044
subentry
Accéléré
Mouvement —
null
null
Chuyển động
[]
A0045
headword
Accélérer
Accélérer, v.
Accélérer
v
Làm mau dần.
[]
A0046
subentry
Accélérer
— un mouvement.
null
null
— một chuyển động.
[]
A0047
headword
Accélérographe
Accélérographe, m.
Accélérographe
m
Gia-tốc kỹ.
[]
A0048
headword
Accolade
Accolade, f.
Accolade
f
Dấu ngoặc nhọn.
[]
A0049
headword
Accroissement
Accroissement, m.
Accroissement
m
Số gia.
[]
A0050
headword
Achevé
Achevé, a.
Achevé
a
Hoàn bị hóa.
[]
A0051
subentry
Achevé
— Droite numérique—e
null
null
Đường thẳng số
[]
A0052
headword
Action
Action, f.
Action
f
1) Chủ lực.
[ { "n": 1, "vietnamese": "Chủ lực." }, { "n": 2, "vietnamese": "Tác.dụng" } ]
A0053
subentry
Action
— d'un point sur un plan.
null
null
— của một điểm trên một mặt phẳng.
[]
A0054
subentry
Action
— hamiltonienne
null
null
— Hamilton
[]
A0055
headword
Adapté
Adapté, a.
Adapté
a
Thích-nghi
[]
A0056
subentry
Adapté
Coordonnées — es
null
null
Tọa-độ —
[]
A0057
headword
Addible
Addible, a.
Addible
a
Cộng được
[]
A0058
headword
Additif
Additif, a.
Additif
a
Cộng
[]
A0059
subentry
Additif
Groupe —
null
null
Nhóm —
[]
A0060
subentry
Additif
Loi additive
null
null
Luật —
[]
A0061
subentry
Additif
Fonction complètement additive.
null
null
Hàm-số toàn —
[]
A0062
headword
Addition
Addition, f.
Addition
f
Phép cộng
[]
A0063
subentry
Addition
— des applications liné. aires
null
null
— các phép áp thẳng
[]
A0064
subentry
Addition
— des entiers modulo a
null
null
— các số nguyên modulo a
[]
A0065
headword
Additionner
Additionner, v.
Additionner
v
Cộng
[]
A0066
headword
Additivement
Additivement, adv.
Additivement
adv
Cộng
[]
A0067
subentry
Additivement
Loi notée —
null
null
Luật ghi là —
[]
A0068
headword
Additivité
Additivité, f.
Additivité
f
Tinh-chất cộng
[]
A0069
headword
Adhérence
Adhérence, f.
Adhérence
f
Phần đính
[]
A0070
subentry
Adhérence
— d'un ensemble
null
null
— của một tập hợp
[]
A0071
headword
Adhérent
Adhérent, a.
Adhérent
a
Đinh
[]
A0072
subentry
Adhérent
Point —
null
null
Điểm —
[]
A0073
headword
Adjacent
Adjacent, a.
Adjacent
a
Kề
[]
A0074
subentry
Adjacent
Angles — s
null
null
Góc —
[]
A0075
headword
Adjoint
Adjoint, a.
Adjoint
a
Phó
[]
A0076
subentry
Adjoint
Matrice — e
null
null
Phương-trận —
[]
A0077
subentry
Adjoint
Opérateur —
null
null
Toán-tử —
[]
A0078
headword
Adjoindre
Adjoindre, v.
Adjoindre
v
Phụ vào, thêm vào.
[]
A0079
headword
Adjonction
Adjonction, f.
Adjonction
f
Sự phụ
[]
A0080
subentry
Adjonction
— symbolique
null
null
— biểu-hiệu
[]
A0081
headword
Admettre
Admettre, v.
Admettre
v
Thừa nhận
[]
A0082
subentry
Admettre
— une solution
null
null
— một phép giải
[]
A0084
subentry
Admissible
Coordonnées - s
null
null
Tọa-độ —
[]
A0085
headword
Adopter
Adopter, v.
Adopter
v
Nhân
[]
A0086
subentry
Adopter
- un symbole
null
null
— một kỷ-hiệu
[]
A0087
headword
[Affaibli
[Affaibli, a.
[Affaibli
a
Suy yếu
[]
A0088
subentry
[Affaibli
Topologie - e
null
null
Vị-tướng —
[]
A0089
headword
Affecté
Affecté, a.
Affecté
a
Đinh
[]
A0090
subentry
Affecté
- d'un indice
null
null
— một chỉ-số
[]
A0091
headword
Affecter
Affecter, v.
Affecter
v
Đinh
[]
A0092
headword
Affine
Affine, a.
Affine
a
Afin
[]
A0093
subentry
Affine
Application -
null
null
Phép áp —
[]
A0094
subentry
Affine
Espace -
null
null
Không-gian —
[]
A0095
subentry
Affine
Groupe -
null
null
Nhóm —
[]
A0096
headword
Affinement
Affinement, adv.
Affinement
adv
Afin
[]
A0097
headword
Affinité
Affinité, f.
Affinité
f
Phép afin
[]
A0099
subentry
Affix
- d'un point
null
null
— của một điểm
[]
A0101
headword
Agir
Agir, v.
Agir
v
Tác. động
[]
A0102
headword
Agissant
Agissant, a.
Agissant
a
Tác-động
[]
A0103
subentry
Agissant
Force - e
null
null
Lực —
[]
End of preview. Expand in Data Studio

VietAlpha French–Vietnamese Mathematics Dictionary

Research page · VietAlpha Lab


The VietAlpha French–Vietnamese Mathematics Dictionary is a machine-readable edition of Danh-từ Toán-học Pháp-Việt, compiled in Saigon in 1964 by the Mathematics Committee of the National Committee for the Compilation of Specialized Dictionaries. The release contains 4,095 dictionary entries and a 1,369-item Vietnamese index reconstructed from the printed volume.

This dataset records how a Vietnamese scientific institution named mathematics in French and Vietnamese at a specific point in history. It places that record in formats that researchers can search, inspect, cite, and reuse.

Dataset contents

Component Count
Headword entries 1,769
Subentries 2,326
Dictionary entries 4,095
Vietnamese index items 1,369
Index references 1,879

The dictionary contains 1,716 unique headwords and 1,689 unique French lemmas. Every one of the index's 1,879 references resolves to a stable dictionary entry identifier.

Headwords and subentries are separate records. This preserves the printed hierarchy while keeping every row addressable. Numbered Vietnamese senses are also available as structured arrays when the source entry contains them.

{
  "entry_id": "A0116",
  "kind": "headword",
  "headword": "Algèbre",
  "french": "Algèbre, f",
  "french_lemma": "Algèbre",
  "part_of_speech": "f",
  "vietnamese": "1) Đại-số học",
  "senses": [
    {"n": 1, "vietnamese": "Đại-số học"},
    {"n": 2, "vietnamese": "Đại-số hệ"}
  ]
}

An index record links a Vietnamese term back to one or more dictionary entries:

{
  "term": "Đại-số-học",
  "refs": [
    {"entry_id": "A0116"}
  ],
  "text": "Đại-số-học, A 116"
}

Files

File Contents
dictionary.jsonl All 4,095 dictionary records in JSON Lines format
index.jsonl Vietnamese index terms and links to dictionary entries
stats.json Release metadata and counts
NOTICE Source attribution and licensing boundaries
LICENSE Apache License 2.0

Loading the data

from datasets import load_dataset

dictionary = load_dataset(
    "VietAlphaLabs/fr-vi-mathematics-dictionary",
    "dictionary",
    split="train",
)

index = load_dataset(
    "VietAlphaLabs/fr-vi-mathematics-dictionary",
    "index",
    split="train",
)

Use cases

  • French–Vietnamese mathematical terminology lookup
  • Historical lexicography and terminology research
  • Search and indexing across digitized Vietnamese mathematical texts
  • Dictionary-guided OCR correction for historical documents
  • Glossary retrieval for translation systems
  • Vocabulary audits for multilingual models and tokenizers
  • Comparison of historical and current Vietnamese mathematical usage

The release is a lexical resource. Its scope covers terms, definitions, subentries, senses, and index links.

Limitations

The dataset comes from OCR and structured reconstruction. Researchers quoting an entry should verify its wording against the source volume. Historical spelling and punctuation remain part of the record.

Index references that could not be linked to a reconstructed dictionary entry, and index lines whose Vietnamese term was not compatible with OCR, were removed from this release. Every remaining reference resolves. The original index line text remains available in each record for inspection.

License and attribution

The underlying work, Danh-từ Toán-học Pháp-Việt (Bộ Văn-hóa Giáo-dục, Saigon, 1964), is a public-domain historical text. You may use, copy, modify, and redistribute the dictionary content in this release as-is, for any purpose, including commercial and research use, without asking permission.

VietAlpha's OCR transcription, entry reconstruction, normalization, schema, and documentation are released under the Apache License 2.0. The only obligation is to keep the NOTICE file with any redistribution and to credit the 1964 Mathematics Committee (Tiểu-ban Toán-học) as the original compiler.

Citation

@misc{vietalphalab2026frenchvietnamesemathdictionary,
  title     = {VietAlpha French–Vietnamese Mathematics Dictionary},
  author    = {VietAlpha Lab},
  year      = {2026},
  publisher = {Hugging Face},
  note      = {Digitized from Danh-từ Toán-học Pháp-Việt, compiled by the Tiểu-ban Toán-học in 1964},
  url       = {https://huggingface.co/VietAlphaLabs}
}

This release makes one more part of Vietnam's mathematical record searchable, citable, and ready for independent study.

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