Citation Rankings
Highly Cited Researchers

Xavier University of Louisiana Highly Cited Researchers CitationNatural Sciences / Mathematical Sciences Rankings 2025

Citation Rankings (Highly Cited Researchers) and the list of the most cited and influential researchers cover a wide range of scientific fields, spanning 197 main and sub-disciplines, as well as the Art and Humanities Citation Rankings and Social Sciences and Humanities Citation Rankings, offering a unique service. Additionally, the list without CERN, Statistical Data, etc., provided exclusively by “AD Scientific Index”, is part of our effort to balance the situation created by CERN and researchers with statistical data, who have an advantage over others, especially those in the social and humanities fields. There should be new regulations for multi-author and CERN papers. Citation lists also reveal many rule violations and unethical practices. See also for more specific citation analyses: Scientists Last 6 years Citation IndexUniversities Total Citations Rankings 2025 and Universities Last 6 Years Citations Rankings 2025

* Total Citation Counts Rankings
Ranking Based On Selection :1
United States
Vlajko Kocic
Difference equations
Dynamical Systems
Mathematical Biology
Citation Metrics
Total
Last 6 Years
Last 6 Years / Total
3,135
487
0.155
* Total Citation Counts Rankings
Ranking Based On Selection :2
United States
Charles Burnette
discrete mathematics
analytic combinatorics
probabilistic number theory
Citation Metrics
Total
Last 6 Years
Last 6 Years / Total
17
12
0.706
* Total Citation Counts Rankings
Rankings
303,612
United States
102,367
4
Ranking Based On Selection: 1
Vlajko Kocic
Citation Metrics
Total
Last 6 Years
Last 6 Years / Total
3,135
487
0.155
Difference equations
Dynamical Systems
Mathematical Biology
* Total Citation Counts Rankings
Rankings
2,093,538
United States
417,809
43
Ranking Based On Selection: 2
Charles Burnette
Citation Metrics
Total
Last 6 Years
Last 6 Years / Total
17
12
0.706
discrete mathematics
analytic combinatorics
probabilistic number theory