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Cahiers François Viète

Nantes Université · France · Est. 1999

ISSN1297-9112eISSN2780-9986

✓ DOAJ✓ Open Access

/ 100

High Risk

Score Breakdown

✓ DOAJ Verified+15

Total15

Aims & Scope

Revue généraliste semestrielle en histoire des sciences et des techniques, les Cahiers François Viète, édités par Nantes Université depuis 1999, publient des articles originaux, en français ou en anglais, sur toutes les aires géographiques et de I'Antiquité à I'époque contemporaine.

General Information

Country / RegionFrance

Primary LanguageEnglish, French

1st Year Published1999

Frequencysemestrielle

StatusActive

Total Publications—

Publisher OrgOpenEdition Journals

Visit Journal Website

Submission Info

Peer ReviewDouble anonymous peer review

Review Time—

Acceptance Rate—

OA LicenseCC BY-NC-ND

OA Rate—

Ethics & Quality

COPE Member✗ No

OASPA Member✗ No

Not on Predatory Lists✓ Yes

Think.Check.Submit Compliance

thinkchecksubmit.org

8/12 · 67%

✅

Do you know the journal / publisher?

Nantes Université

✅

Does the journal have a website?

✓ Linked

✅

Is the ISSN verified?

1297-9112 / 2780-9986

✅

Indexed in a trusted database?

DOAJ

✅

Peer review process documented?

Double anonymous peer review

❌

Follows ethical publishing standards (COPE)?

N/A

❌

APC fees clearly disclosed?

N/A

✅

Not on predatory/blacklists?

✓ Clean

❌

Long-term digital preservation?

N/A

❌

Plagiarism detection in place?

N/A

✅

Listed in DOAJ (verified OA)?

DOAJ verified

✅

Primary language documented?

English, French

Based on the Think.Check.Submit framework by DOAJ, COPE & OASPA. All data from verified open sources.

Subject Classification

Research Topics (OpenAlex)

Historical Studies and Socio-cultural AnalysisHistorical and Literary StudiesHistory of Science and Natural HistoryHistory and Developments in AstronomyFrench Urban and Social StudiesHistorical and Scientific StudiesHistorical and Literary AnalysesDiverse Cultural and Historical StudiesPhilosophical and Theoretical AnalysisHistory and Theory of Mathematics