Journal metric profile

NODEA-NONLINEAR DIFFERENTIAL EQUATIONS AND APPLICATIONS

Clarivate Journal Citation Reports (JCR)-based Journal Impact Factor, five-year Impact Factor, quartile, category rank, publisher, identifiers and citation profile for the 2025 metric year.

JCR-based Impact Factor 1.200 2025 metric year
5-Year Impact Factor 1.300 Longer citation window
JCR Quartile Q2 Subject-category quartile
JCR Category Rank 141/343 Recorded category rank

NODEA-NONLINEAR DIFFERENTIAL EQUATIONS AND APPLICATIONS JCR impact factor overview

Automatically generated from the journal record shown on this page.

Page reviewed August 6, 2026

Clarivate JCR impact factor overview

NODEA-NONLINEAR DIFFERENTIAL EQUATIONS AND APPLICATIONS is listed in this directory with bibliometric information for 2025. It is published by SPRINGER INT PUBL AG. The database records a Journal Impact Factor of 1.200, presented as a Clarivate Journal Citation Reports (JCR)-based metric. Its listed JCR Impact Factor quartile is Q2.

Ranking and quartile

The recorded JCR Impact Factor category rank is 141 out of 343 journals in its listed category. A Q2 designation describes the journal’s position within its subject category; it should not be used as a direct measure of the quality of an individual article.

Citation profile

The record contains 1,343 total citations, 113 total articles, 113 citable items. The five-year Impact Factor is 1.300, which is 0.100 points above the listed standard Journal Impact Factor. These values use different citation windows and should be interpreted together rather than as a direct trend. The Journal Impact Factor without journal self-citations is recorded as 1.200. The Journal Citation Indicator is listed as 0.680.

Citation half-life

The cited half-life is recorded as 8.4 years, describing the median age of articles cited in the reporting year. The citing half-life is 15.4 years, reflecting the median age of references used by the journal’s articles.

Journal identifiers and verification

NODEA-NONLINEAR DIFFERENTIAL EQUATIONS AND APPLICATIONS is identified in this record by print ISSN 1021-9722 and electronic ISSN 1420-9004. Use the ISSN when checking library catalogues, publisher records, indexing databases, or the official Clarivate Journal Citation Reports entry.

Complete journal information

All values below come directly from the database record.

Journal nameNODEA-NONLINEAR DIFFERENTIAL EQUATIONS AND APPLICATIONS
Abbreviated journalNODEA-NONLINEAR DIFF
PublisherSPRINGER INT PUBL AG
Metric year2025
Overall rank12,283
ISSN1021-9722
eISSN1420-9004
Total cites1,343
Total articles113
Citable items113
Cited half-life8.4 years
Citing half-life15.4 years
JCR-based Journal Impact Factor1.200
5-Year Impact Factor1.300
Impact Factor without journal self-cites1.200
Journal Citation Indicator0.680
JCR Impact Factor quartileQ2
JCR category rank141/343
Database record updated

Frequently asked questions

What is the 2025 JCR-based Journal Impact Factor of NODEA-NONLINEAR DIFFERENTIAL EQUATIONS AND APPLICATIONS?

The Journal Impact Factor recorded in this directory as a Clarivate Journal Citation Reports (JCR)-based value for NODEA-NONLINEAR DIFFERENTIAL EQUATIONS AND APPLICATIONS is 1.200 for the 2025 metric year.

What quartile is NODEA-NONLINEAR DIFFERENTIAL EQUATIONS AND APPLICATIONS?

NODEA-NONLINEAR DIFFERENTIAL EQUATIONS AND APPLICATIONS is listed in quartile Q2. Quartiles describe a journal’s position within a subject category and should be interpreted within that field.

Who publishes NODEA-NONLINEAR DIFFERENTIAL EQUATIONS AND APPLICATIONS?

NODEA-NONLINEAR DIFFERENTIAL EQUATIONS AND APPLICATIONS is listed as being published by SPRINGER INT PUBL AG.

Can a JCR Journal Impact Factor be used to judge an individual article?

No. The Journal Impact Factor is a journal-level citation measure reported in Clarivate Journal Citation Reports. It does not measure the quality, reliability or influence of every individual article published by that journal.

Additional records from the same publisher or with a similar listed JCR Impact Factor.