| Views | |
|---|---|
| On sharp bounds in the t. lyons's neo-classical inequality, which is essential for the theory of stochastic differential equations | 37 |
| July 2024 | August 2024 | September 2024 | October 2024 | November 2024 | December 2024 | January 2025 | |
|---|---|---|---|---|---|---|---|
| On sharp bounds in the t. lyons's neo-classical inequality, which is essential for the theory of stochastic differential equations | 0 | 0 | 3 | 1 | 0 | 1 | 0 |
| Views | |
|---|---|
| Shishkina_On sharp_21.pdf | 13 |
| Views | |
|---|---|
| United States | 13 |
| United Kingdom | 4 |
| Russia | 2 |
| Brazil | 1 |
| Canada | 1 |
| Germany | 1 |
| South Korea | 1 |
| Views | |
|---|---|
| Basking Ridge | 5 |
| Abingdon | 4 |
| Mountain View | 2 |
| White Plains | 2 |
| Ann Arbor | 1 |
| Baltimore | 1 |
| Durham | 1 |
| Kanata | 1 |
| Munich | 1 |
| Mytishchi | 1 |