Statistics for Three categories of set-valued generalisations from fuzzy sets to interval-valued and Atanassov intuitionistic fuzzy sets
Total visits
views | |
---|---|
Three categories of set-valued generalisations from fuzzy sets to interval-valued and Atanassov intuitionistic fuzzy sets | 227 |
Total visits per month
views | |
---|---|
March 2025 | 0 |
April 2025 | 0 |
May 2025 | 0 |
June 2025 | 0 |
July 2025 | 0 |
August 2025 | 0 |
September 2025 | 0 |
File Visits
views | |
---|---|
2_CousoBustince_3categories.pdf | 364 |
Top country views
views | |
---|---|
United States | 146 |
China | 39 |
Germany | 8 |
Ukraine | 6 |
Spain | 4 |
Sweden | 4 |
France | 2 |
Greece | 2 |
Romania | 2 |
Australia | 1 |
Canada | 1 |
United Kingdom | 1 |
India | 1 |
South Korea | 1 |
Malaysia | 1 |
Slovenia | 1 |
Top city views
views | |
---|---|
Oakland | 19 |
Ashburn | 18 |
Fairfield | 14 |
Wilmington | 14 |
Nanjing | 9 |
Cambridge | 7 |
Jinan | 7 |
Norwalk | 6 |
Houston | 5 |
Mountain View | 5 |
Redmond | 5 |
Ann Arbor | 4 |
Guangzhou | 4 |
Jacksonville | 4 |
Beijing | 2 |
Fremont | 2 |
Hangzhou | 2 |
Hefei | 2 |
Jiaxing | 2 |
San Diego | 2 |
Shenzhen | 2 |
Tustin | 2 |
Zhengzhou | 2 |
Andover | 1 |
Barceloneta | 1 |
Falls Church | 1 |
Haikou | 1 |
London | 1 |
Menlo Park | 1 |
Ningbo | 1 |
Nora | 1 |
Ottawa | 1 |
Redwood City | 1 |
Santa Cruz De Tenerife | 1 |
Stockholm | 1 |
Sunnyvale | 1 |
Taizhou | 1 |
Tianjin | 1 |