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Annales de la Faculté des Sciences de Toulouse

Université de Toulouse · France · Est. 1887

ISSN0240-2963eISSN2258-7519

✓ DOAJ✓ Open Access

/ 100

High Risk

Score Breakdown

✓ DOAJ Verified+15

Total15

Aims & Scope

Revue multidisciplinaire, elle est consacrée exclusivement aux mathématiques depuis 1979. Elles publient des articles de haut niveau ainsi que des surveys, écrits en français ou en anglais, dans tous les domaines de la recherche mathématique. Il n'y a pas de limitation de taille.

General Information

Country / RegionFrance

Primary LanguageEnglish, French

1st Year Published1887

StatusActive

Total Publications—

Publisher OrgCellule MathDoc/CEDRAM

Visit Journal Website

Submission Info

Peer ReviewAnonymous peer review

Review Time—

Acceptance Rate—

OA LicenseCC BY

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?

Université de Toulouse

✅

Does the journal have a website?

✓ Linked

✅

Is the ISSN verified?

0240-2963 / 2258-7519

✅

Indexed in a trusted database?

DOAJ

✅

Peer review process documented?

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)

Algebraic Geometry and Number TheoryAdvanced Differential Equations and Dynamical SystemsGeometric Analysis and Curvature FlowsAdvanced Mathematical Modeling in EngineeringGeometry and complex manifoldsHistory and Theory of MathematicsAdvanced Algebra and GeometryMathematical Dynamics and FractalsHomotopy and Cohomology in Algebraic TopologyGeometric and Algebraic Topology