Statistics for A single-level random-effects cross-lagged panel model for longitudinal mediation analysis
Total visits
views | |
---|---|
A single-level random-effects cross-lagged panel model for longitudinal mediation analysis | 252 |
Total visits per month
views | |
---|---|
May 2024 | 4 |
June 2024 | 4 |
July 2024 | 0 |
August 2024 | 0 |
September 2024 | 0 |
October 2024 | 0 |
November 2024 | 0 |
File Visits
views | |
---|---|
Wu_2017_single.pdf | 950 |
Top country views
views | |
---|---|
United States | 156 |
China | 17 |
Germany | 12 |
Ukraine | 7 |
Canada | 3 |
United Kingdom | 3 |
Russia | 3 |
France | 2 |
Hong Kong SAR China | 2 |
Malaysia | 2 |
Sweden | 2 |
Vietnam | 2 |
Cyprus | 1 |
Czechia | 1 |
Italy | 1 |
Japan | 1 |
Romania | 1 |
Thailand | 1 |
Taiwan | 1 |
Uganda | 1 |
Uzbekistan | 1 |
Top city views
views | |
---|---|
Wilmington | 48 |
Fairfield | 21 |
Houston | 12 |
Ann Arbor | 8 |
Jacksonville | 8 |
Kiez | 8 |
Dearborn | 7 |
Kiev | 6 |
Cambridge | 5 |
Lake Mary | 4 |
Washington | 4 |
Beijing | 3 |
San Francisco | 3 |
Baltimore | 2 |
Central District | 2 |
Concord | 2 |
Dong Ket | 2 |
Gunzenhausen | 2 |
Hefei | 2 |
Lakewood | 2 |
Saint Petersburg | 2 |
Stockholm | 2 |
Toronto | 2 |
Aurora | 1 |
Bangkok | 1 |
Brighton | 1 |
Casper | 1 |
Columbia | 1 |
Fairport | 1 |
Frickenhausen | 1 |
Gilroy | 1 |
Guangzhou | 1 |
Guiyang | 1 |
Hampton | 1 |
Irvine | 1 |
Jinan | 1 |
Kuala Lumpur | 1 |
Lemesos | 1 |
London | 1 |
Lubbock | 1 |
Montreal | 1 |
Moscow | 1 |
Nanjing | 1 |
New Taipei | 1 |
Philadelphia | 1 |
Pisa | 1 |
Plauen | 1 |
Prostějov | 1 |
Quzhou | 1 |
Scottsdale | 1 |
Seremban | 1 |
Tashkent | 1 |
Tokyo | 1 |
Tuscaloosa | 1 |