Statistics for On the Fourier expansion method for highly accurate computation of the Voigt/complex error function in a rapid algorithm

Total visits

views
On the Fourier expansion method for highly accurate computation of the Voigt/complex error function in a rapid algorithm 740

Total visits per month

views
May 2024 0
June 2024 0
July 2024 0
August 2024 0
September 2024 0
October 2024 0
November 2024 0

File Visits

views
Voigt_complex_error_function.pdf(legacy) 263
Voigt_complex_error_function.pdf 80

Top country views

views
United States 256
Canada 164
European Union 84
France 42
China 39
United Kingdom 25
Germany 14
Ireland 12
Vietnam 8
India 7
Russia 6
Finland 5
Netherlands 5
South Korea 4
Italy 3
Hong Kong SAR China 2
Nigeria 2
Austria 1
Australia 1
Latvia 1
Mexico 1
Poland 1
Romania 1
Sweden 1
Singapore 1
Ukraine 1
Uzbekistan 1
South Africa 1

Top city views

views
Toronto 136
Redwood City 49
Sunnyvale 39
Mountain View 22
South El Monte 18
Reims 17
Santa Clara 16
Ashburn 15
Southend 15
Ann Arbor 14
Jacksonville 13
Dublin 12
Beijing 7
Hanoi 6
Boardman 4
Saint John 4
Ottawa 3
Washington 3
Davenport 2
Fremont 2
Haiphong 2
Jacob-Bellecombette 2
Kiez 2
Kwai Chung 2
Laveen 2
Milton Keynes 2
Philadelphia 2
Redmond 2
Scarborough 2
Seattle 2
Seoul 2
Shenzhen 2
Zhengzhou 2
Adelaide 1
Ahmadabad 1
Barletta 1
Cambridge 1
Chapel Hill 1
Daejeon 1
Den Haag 1
Dronten 1
Gilroy 1
Hangzhou 1
Houston 1
Iasi 1
Indianapolis 1
Kraków 1
Kurnool 1
Los Angeles 1
Mexico 1
Mumbai 1
Murmansk 1
New Delhi 1
Nyköping 1
Pune 1
Ranchi 1
Riga 1
Saint Petersburg 1
Saint-quentin 1
San Francisco 1
Sayreville 1
Shanghai 1
Sherbrooke 1
Somerville 1
Trivandrum 1
Vienna 1
York 1