Visualizaciones | |
---|---|
A new family for solving nonlinear systems based on weight functions Kalitkin-Ermankov type | 91 |
noviembre 2023 | diciembre 2023 | enero 2024 | febrero 2024 | marzo 2024 | abril 2024 | mayo 2024 | |
---|---|---|---|---|---|---|---|
A new family for solving nonlinear systems based on weight functions Kalitkin-Ermankov type | 0 | 4 | 2 | 5 | 39 | 1 | 0 |
Visualizaciones | |
---|---|
Capdevila-BrownCorderoTorregrosa - A new family for solving nonlinear systems based on weight fun....pdf | 51 |
Visualizaciones | |
---|---|
China | 47 |
Estados Unidos | 21 |
Alemania | 5 |
Francia | 5 |
Canadá | 4 |
España | 3 |
Irlanda | 2 |
República Dominicana | 1 |
India | 1 |
Noruega | 1 |
Visualizaciones | |
---|---|
Shenyang | 39 |
Houston | 8 |
Hangzhou | 7 |
Alameda | 4 |
Montréal | 3 |
Dublin | 2 |
Grenoble | 2 |
Mountain View | 2 |
Sant Feliu De Llobregat | 2 |
Boardman | 1 |