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Statistics for Optimal Control of an Undersea Glider in a Symmetric Pull-up

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Optimal Control of an Undersea Glider in a Symmetric Pull-up 1013

Total visits per month

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January 2024 3
February 2024 0
March 2024 0
April 2024 0
May 2024 1
June 2024 0
July 2024 0

File Visits

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VaCAS_2008_03.pdf 283

Top country views

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United States 620
China 98
France 85
Germany 40
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South Korea 11
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Finland 9
Russia 8
Italy 6
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European Union 4
Lithuania 4
Malaysia 4
Canada 3
Ireland 3
Turkey 3
Austria 2
Bangladesh 2
Spain 2
India 2
Singapore 2
Australia 1
Iran 1
Kyrgyzstan 1
Lebanon 1
Netherlands 1
Poland 1

Top city views

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Ashburn 211
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Mountain View 45
Beijing 44
Southend 24
Blacksburg 14
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Santa Clara 11
Sunnyvale 10
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Shanghai 8
Central 5
Qingdao 5
London 4
New York 4
Shenzhen 4
Xi'an 4
Xian 4
Zhengzhou 4
Balingen 3
Dublin 3
Göttingen 3
Harrogate 3
Jinan 3
Los Angeles 3
Palo Alto 3
Vilnius 3
Virginia Beach 3
West Lafayette 3
Alor Star 2
Bosco Chiesanuova 2
Brooklyn 2
Castro Valley 2
Chengdu 2
Des Moines 2
Dhaka 2
Harbin 2
Kiez 2
Lafayette 2
Luft 2
Minneapolis 2
Old Bridge 2
Overland Park 2
Saint Petersburg 2
San Francisco 2
Santander 2
Aleysk 1
Anaheim 1
Andover 1
Ankara 1
Atlanta 1
Bengaluru 1
Bergen 1
Calgary 1
Cheyenne 1
Chicago 1
Cincinnati 1
Clemson 1
Columbia 1
Columbus 1
Daejeon 1
Dronten 1
Espoo 1
Florence 1
Glastonbury 1
Hamar 1
Hangzhou 1
Hawthorn 1
Hebei 1
Henan 1
Heppenheim an der Bergstrasse 1
Honolulu 1
Houghton 1
Jiaxing 1
Kaunas 1
Ludwigshafen am Rhein 1
Milan 1
Montréal 1
Morristown 1
Munich 1
Nanchang 1
Newark 1
Nottingham 1
Nürnberg 1
OEregrund 1
Petaling Jaya 1
Philadelphia 1
Providence 1
Royersford 1
Seattle 1
Singapore 1
Sputnik 1
St Petersburg 1
Sudbury 1
Tampere 1
Tianjin 1
Tokyo 1
Walthamstow 1
Warsaw 1