Statistics for Substructuring preconditioning for finite element approximations of second order elliptic problems. I. Nonconforming linear elements for the Poisson equation in a parallelepiped
Total visits
| views | |
|---|---|
| Substructuring preconditioning for finite element approximations of second order elliptic problems. I. Nonconforming linear elements for the Poisson equation in a parallelepiped | 63 |
Total visits per month
| views | |
|---|---|
| July 2024 | 0 |
| August 2024 | 0 |
| September 2024 | 0 |
| October 2024 | 0 |
| November 2024 | 0 |
| December 2024 | 0 |
| January 2025 | 0 |
File Visits
| views | |
|---|---|
| 1280.pdf | 104 |
Top country views
| views | |
|---|---|
| United States | 30 |
| China | 6 |
| France | 6 |
| Germany | 5 |
| Hong Kong SAR China | 2 |
| Ireland | 2 |
| South Korea | 2 |
| Netherlands | 2 |
| Austria | 1 |
| Brazil | 1 |
| Canada | 1 |
| Côte d’Ivoire | 1 |
| United Kingdom | 1 |
| Indonesia | 1 |
| Japan | 1 |
Top city views
| views | |
|---|---|
| Ashburn | 6 |
| Deer Park | 4 |
| Tomball | 4 |
| Amsterdam | 2 |
| Dublin | 2 |
| Mountain View | 2 |
| Shenzhen | 2 |
| Zhengzhou | 2 |
| Abidjan | 1 |
| Boardman | 1 |
| Brooklyn | 1 |
| Buffalo | 1 |
| Cocoa | 1 |
| Des Moines | 1 |
| Dongguan | 1 |
| Fremont | 1 |
| Minneapolis | 1 |
| Newark | 1 |
| Redwood City | 1 |
| Southend | 1 |
| Staten Island | 1 |
| Toronto | 1 |
| University Park | 1 |
| Wilson | 1 |