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Minimax Theory and its Applications

Heldermann Verlag · Germany

ISSN2199-1413eISSN2199-1421

SJR Q2✓ WOS ESCI✓ Scopus / SJR

/ 100

High Risk

Score Breakdown

✓ WoS ESCI+10

✓ Scopus Q2+18

Total28

Journal Impact Factor

This journal is indexed in Web of Science (JCR) and has an official Journal Impact Factor. View on Clarivate Master Journal List ↗

SJR Score

0.467

H-Index

SNIP

0.476

Aims & Scope✦ Compiled from public sources

Minimax Theory and its Applications is an international journal devoted to the mathematical applications of minimax results, methods, and techniques. It covers topics from optimization theory, calculus of variations, mathematical programming, game theory, control theory, convex analysis, functional analysis, nonlinear analysis, non-smooth analysis, and set-valued analysis.

AI-compiled from public web sources · verify on the publisher page

⚡ Speed vs Prestige

How does this journal balance review speed with impact level?

SJR Rank

Top 50% in field

General Information

Country / RegionGermany

Primary LanguageEnglish

1st Year Published—

StatusActive

Total Publications—

Submission Info

Peer Review—

Review Time—

Acceptance Rate—

OA License—

OA Rate—

Ethics & Quality

COPE Member✗ No

OASPA Member✗ No

Not on Predatory Lists✓ Yes

Think.Check.Submit Compliance

thinkchecksubmit.org

5/12 · 42%

✅

Do you know the journal / publisher?

Heldermann Verlag

❌

Does the journal have a website?

No URL

✅

Is the ISSN verified?

2199-1413 / 2199-1421

✅

Indexed in a trusted database?

Scopus

❌

Peer review process documented?

N/A

❌

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)?

N/A

✅

Primary language documented?

English

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

SJR Quartile by Discipline

Scimago ranks this journal separately in each subject category — its quartile can differ by discipline.

Computational MathematicsQ2

Control and OptimizationQ2

AnalysisQ3

Subject Classification

Web of Science Categories

Mathematics, Applied

Scopus Categories

Control and OptimizationComputational MathematicsAnalysis