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Optimal stopping and stochastic control
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e
event manager
International Conference
optimal stopping
multiple stoping rule and optima
the best choice problem and its
parking problem
job search problem
stopping problems with contraint
disorder problem
prophet in
59 views
Optimal stopping and stochastic control
Starts:
22.08.2005 00:00
Ends:
26.08.2005 00:00
Location:
Petrozavodsk
Russia
Promoter
Name
Institute of Applied Mathematical Research, Karelia Research Center of Russian
Website
www.krc.karelia.ru
Description
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Petrozavodsk
Contact Person : Vladimir Mazalov; Last Date for the submission of abstract : Not Available ; Description : Not available
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