Statistics for The Low-Frequency Multi-Level Fast Multipole Method on Graphics Processors
Total visits
views | |
---|---|
The Low-Frequency Multi-Level Fast Multipole Method on Graphics Processors | 451 |
Total visits per month
views | |
---|---|
October 2024 | 0 |
November 2024 | 0 |
December 2024 | 0 |
January 2025 | 0 |
February 2025 | 0 |
March 2025 | 0 |
April 2025 | 0 |
File Visits
views | |
---|---|
MartinCwikla.pdf | 547 |
Top country views
views | |
---|---|
United States | 112 |
Canada | 105 |
China | 59 |
Germany | 45 |
Ireland | 12 |
France | 10 |
Sweden | 10 |
Turkey | 8 |
Finland | 7 |
Taiwan | 6 |
United Kingdom | 5 |
Belgium | 3 |
Netherlands | 3 |
Colombia | 2 |
Cyprus | 2 |
Indonesia | 2 |
India | 2 |
Vietnam | 2 |
Japan | 1 |
Mexico | 1 |
Malaysia | 1 |
Singapore | 1 |
Top city views
views | |
---|---|
Winnipeg | 87 |
Beijing | 33 |
Ashburn | 24 |
Palo Alto | 15 |
Mountain View | 14 |
Dublin | 12 |
Salt Lake City | 10 |
Inglewood | 9 |
Ankara | 8 |
Taipei | 6 |
Helsinki | 5 |
Zhengzhou | 5 |
Calgary | 4 |
Hangzhou | 4 |
London | 4 |
Montréal | 4 |
Phoenix | 4 |
Redmond | 4 |
Stockholm | 3 |
Albuquerque | 2 |
Brooklyn | 2 |
Burton-on-Trent | 2 |
Chongqing | 2 |
Des Moines | 2 |
Edmonton | 2 |
Guangzhou | 2 |
Hanoi | 2 |
Jinan | 2 |
Landshut | 2 |
Montreal | 2 |
Nanchang | 2 |
New Delhi | 2 |
Offenburg | 2 |
Shanghai | 2 |
Sidoarjo | 2 |
Stanford | 2 |
Windsor | 2 |
Winston Salem | 2 |
Wuhan | 2 |
Boardman | 1 |
Brussels | 1 |
Dronten | 1 |
Düsseldorf | 1 |
Frankfurt am Main | 1 |
Frisco | 1 |
Heidelberg | 1 |
Lingenfeld | 1 |
Los Angeles | 1 |
Louisville | 1 |
Mannheim | 1 |
Mexico City | 1 |
Minnetonka | 1 |
Morlenbach | 1 |
Mudau | 1 |
Nagold | 1 |
Philadelphia | 1 |
Round Rock | 1 |
Schwann | 1 |
Seattle | 1 |
Shah Alam | 1 |
Singapore | 1 |
Tianjin | 1 |
Tokyo | 1 |