Statistics for Identifying the Deterministic Chaos by Using the Lyapunov Exponents
Total visits
| views | |
|---|---|
| Identifying the Deterministic Chaos by Using the Lyapunov Exponents | 206 |
Total visits per month
| views | |
|---|---|
| June 2024 | 0 |
| July 2024 | 0 |
| August 2024 | 0 |
| September 2024 | 0 |
| October 2024 | 0 |
| November 2024 | 0 |
| December 2024 | 0 |
File Visits
| views | |
|---|---|
| 01_02_38_40.pdf(legacy) | 123 |
| 01_02_38_40.pdf | 30 |
Top country views
| views | |
|---|---|
| United States | 85 |
| Germany | 58 |
| China | 16 |
| Czechia | 9 |
| Russia | 6 |
| United Kingdom | 5 |
| Vietnam | 5 |
| Austria | 3 |
| Canada | 3 |
| South Korea | 3 |
| Ukraine | 3 |
| Belgium | 1 |
| France | 1 |
| India | 1 |
| Italy | 1 |
| Poland | 1 |
| Portugal | 1 |
| Slovakia | 1 |
Top city views
| views | |
|---|---|
| Ann Arbor | 23 |
| Oakland | 11 |
| Hangzhou | 6 |
| Hanoi | 5 |
| Ashburn | 4 |
| Mountain View | 4 |
| Brno | 3 |
| Ceska | 3 |
| Guangzhou | 3 |
| Houston | 3 |
| Ottawa | 3 |
| Shenzhen | 3 |
| Vienna | 3 |
| Dearborn | 2 |
| Menlo Park | 2 |
| Rochester | 2 |
| Carpentras | 1 |
| Chaoyang | 1 |
| Fairfield | 1 |
| Krasnoyarsk | 1 |
| Langfang | 1 |
| Nürnberg | 1 |
| Opava | 1 |
| Rome | 1 |
| Tustin | 1 |
| Wuhan | 1 |
| Xian | 1 |