Computational Methods for Differential Equations
Subject Categories
Subject Areas
Detailed Metrics
| Total Docs. (latest) | 100 |
| Total Docs. (3 years) | 200 |
| Total Refs. | 3,298 |
| Total Citations (3 years) | 273 |
| Citable Docs. (3 years) | 200 |
| Citations / Doc. (2 years) | 1.34 |
| Ref. / Doc. | 32.98 |
| % Female | 27.4% |
Metrics Visualization
Latest year data vs 3-year cumulative figures
Publication & Citation Trend
Top 10 Most Cited Articles
Frequently Asked Questions
What is the impact factor of Computational Methods for Differential Equations?
The official Journal Impact Factor (JIF) is published by Clarivate in the Journal Citation Reports (JCR) and is not listed on this page. Based on SCImago data, Computational Methods for Differential Equations has an SJR of 0.350 and is ranked Q3.
What is the SJR and quartile of Computational Methods for Differential Equations?
Computational Methods for Differential Equations has an SJR (SCImago Journal Rank) of 0.350 and its best quartile is Q3.
What is the H-index of Computational Methods for Differential Equations?
The H-index of Computational Methods for Differential Equations is 15, meaning 15 of its articles have each been cited at least 15 times.
Is Computational Methods for Differential Equations indexed in Scopus?
Yes. Computational Methods for Differential Equations is active in Scopus (Scopus Source List, August 2026).
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