0.2(top 100%)
impact factor
858(top 20%)
papers
8.9K(top 20%)
citations
40(top 20%)
h-index
0.2(top 100%)
extended IF
1.4K
all documents
9.9K
doc citations
67(top 20%)
g-index
Topological Methods in Nonlinear Analysis - impact-factor
The graph shows the changes in the impact factor of Topological Methods in Nonlinear Analysis and its corresponding percentile for the sake of comparison with the entire literature. Impact Factor is the most common scientometric index, which is defined by the number of citations of papers in two preceding years divided by the number of papers published in those years.
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How influential is Topological Methods in Nonlinear Analysis in terms of citations?

Based on the citation analysis of 1,383 articles Topological Methods in Nonlinear Analysis has published so far, 30% of its articles have received no citation at all. 199 articles (about 14% of the total articles) have received only one citation. 27.77% of the articles (9) have received over 100 citations.