Subject Rankings

Maritime State University Subject Rankings 2025

AD Scientific Index (Alper-Doger Scientific Index) offers the broadest spectrum of branches, providing analysis in 13 main fields and 197 sub-branches at global, national, and regional levels. These analyses can be based on indicators such as the H-index, i10-index, and citation count, as well as their values from the last 6 years. As of Oct 10, 2024, rankings are according to the Total H Index. BETA VERSION: The subject field rankings for the world, regions, countries, and universities are currently in beta. This is due to the exclusion of (1.014.104) scientists categorized under 'others,' whose profiles cannot yet be determined, edited, or classified. As these fields are updated, the rankings will adjust accordingly. Please keep this in mind. See Also: [University Subject Rankings]

* Total H IndexRankings
Ranking Based On Selection :1
Anatoliy Nyrkov
discrete mathematics
algorithms
automated control
information security
transport processes
Metrics
H-Index
i10 Index
Citation Counts
21
43
1,214
* Total H IndexRankings
Ranking Based On Selection :2
Richard Burke
statistics
naval architecture
marine engineering
quality control
Metrics
H-Index
i10 Index
Citation Counts
10
10
479
* Total H IndexRankings
Ranking Based On Selection :3
Julie Simons
Mathematical biology
Fluid mechanics
Scientific computing
Partial differential equations.
Metrics
H-Index
i10 Index
Citation Counts
6
5
192
* Total H Index Rankings
Rankings
Ranking Based On Selection: 1
Anatoliy Nyrkov
Metrics
H-Index
i10-Index
Citation Counts
21
43
1,214
discrete mathematics
algorithms
automated control
information security
transport processes
* Total H Index Rankings
Rankings
Ranking Based On Selection: 2
Richard Burke
Metrics
H-Index
i10-Index
Citation Counts
10
10
479
statistics
naval architecture
marine engineering
quality control
* Total H Index Rankings
Rankings
Ranking Based On Selection: 3
Julie Simons
Metrics
H-Index
i10-Index
Citation Counts
6
5
192
Mathematical biology
Fluid mechanics
Scientific computing
Partial differential equations.