Statistics for Data from: Pruned Enriched Rosenbluth Method (PERM) Monte Carlo Code

Total visits

views
Data from: Pruned Enriched Rosenbluth Method (PERM) Monte Carlo Code 314

Total visits per month

views
July 2024 8
August 2024 1
September 2024 3
October 2024 0
November 2024 0
December 2024 0
January 2025 0

File Visits

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pf-bs-v1.1.tgz 614

Top country views

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United States 135
South Korea 43
China 29
India 14
Germany 11
Sweden 11
Russia 10
Singapore 6
Australia 5
United Kingdom 5
Brazil 4
France 3
Ireland 3
South Africa 3
Kazakhstan 2
Canada 1
Switzerland 1
Czechia 1
Spain 1
Indonesia 1
Iran 1
Lithuania 1
Luxembourg 1
Mongolia 1
Netherlands 1
Puerto Rico 1
Romania 1

Top city views

views
Namyangju 38
Minneapolis 18
Xiamen 11
Ashburn 9
Houston 7
Heidelberg 6
Saint Paul 6
San Jose 6
Singapore 6
Chicago 5
College 5
Ann Arbor 4
Lidingoe 4
Provo 4
Ulsan 4
Walled Lake 4
Aurangabad 3
Beijing 3
Cambridge 3
Dublin 3
Lanzhou 3
Lund 3
Redwood City 3
Stellenbosch (Stellenbosch Central) 3
Zhengzhou 3
Amherst 2
Astoria 2
Berkeley 2
Cuiabá 2
Des Moines 2
London 2
Longmont 2
Melbourne 2
Santa Barbara 2
Stockholm 2
Tyler 2
Astana 1
Austin 1
Avon Lake 1
Beaverton 1
Bengaluru 1
Benton Harbor 1
Bhubaneshwar 1
Boardman 1
Boulder 1
Brisbane 1
Buckland 1
Cardiff 1
Charlottesville 1
Chennai 1
Columbus 1
Dallas 1
Delhi 1
Exeter 1
Fort Collins 1
Fortaleza 1
Frankfurt 1
Gainesville 1
Glenfield 1
Goleta 1
Hangzhou 1
Hefei 1
Hillsboro 1
Isbergues 1
Kaunas 1
Kazan 1
Kent 1
Kolkata 1
Kungälv 1
Leiden 1
Lomma 1
Mainz 1
Manassas 1
Minerva 1
Mishawaka 1
Moca 1
Moscow 1
Mumbai 1
Nanjing 1
Nashville 1
New York 1
Old Bridge 1
Orlando 1
Overland Park 1
Pasadena 1
Perm 1
Pittsburgh 1
Prague 1
Princeton 1
Pushkin 1
Roost 1
Rostov-on-don 1
Samara 1
San Mateo 1
Santa Clara 1
Shenzhen 1
Sioux Falls 1
Sudbury 1
Tampa 1
Teresina 1