Statistics for The computation of finite-time Lyapunov exponents on unstructured meshes and for non-Euclidean manifolds
Total visits
views | |
---|---|
The computation of finite-time Lyapunov exponents on unstructured meshes and for non-Euclidean manifolds | 700 |
Total visits per month
views | |
---|---|
February 2024 | 0 |
March 2024 | 0 |
April 2024 | 0 |
May 2024 | 0 |
June 2024 | 0 |
July 2024 | 0 |
August 2024 | 0 |
File Visits
views | |
---|---|
1.3278516.pdf | 2195 |
Top country views
views | |
---|---|
United States | 504 |
China | 80 |
France | 38 |
Germany | 31 |
United Kingdom | 13 |
Finland | 6 |
South Korea | 6 |
Sweden | 5 |
Ireland | 3 |
Italy | 2 |
Hong Kong SAR China | 1 |
Iran | 1 |
Malaysia | 1 |
Poland | 1 |
Russia | 1 |
Top city views
views | |
---|---|
Ashburn | 252 |
Reston | 157 |
Beijing | 67 |
Blacksburg | 12 |
Mountain View | 12 |
Southend | 8 |
Sunnyvale | 7 |
Brooklyn | 5 |
Shenzhen | 5 |
Boardman | 4 |
Karlsruhe | 4 |
Balingen | 3 |
Dublin | 3 |
Andover | 2 |
Berlin | 2 |
Castro Valley | 2 |
Columbus | 2 |
Daejeon | 2 |
New York | 2 |
Overland Park | 2 |
Palatine | 2 |
Seongnam | 2 |
South El Monte | 2 |
Zhengzhou | 2 |
Chandler | 1 |
Des Moines | 1 |
Houston | 1 |
London | 1 |
Ludwigshafen am Rhein | 1 |
Magdeburg | 1 |
Milan | 1 |
Minneapolis | 1 |
Mount Laurel | 1 |
Ningbo | 1 |
Old Bridge | 1 |
Petaling Jaya | 1 |
Phoenix | 1 |
Royersford | 1 |
Secaucus | 1 |
Shenyang | 1 |
Tabriz | 1 |
Warsaw | 1 |
Washington | 1 |
Yueyang | 1 |