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Dynamic programming / Markov decision process / Stochastic control / Determinacy / Markov chain / Mathematical optimization / Statistics / Markov processes / Markov models


Existence and Finiteness Conditions for Risk-Sensitive Planning: First Results Yaxin Liu ([removed]) Sven Koenig ([removed])
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Document Date: 2006-01-11 10:15:30

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Washington / /

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IBM / Princeton University Press / D. Van Nostrand Company / Bernstein / John Wiley & Sons. / /

Country

United States / /

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USD / /

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Facility

University of Arizona / Carnegie Mellon University / College of Computing Georgia Institute / /

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real-world applications / expected utilities / maximal expected utilities vU / insurance holders / space applications / maximal expected utilities / environmental applications / finite utilities / /

Organization

School of Computer Science / Technology Computer Science Department University / Operational Research Society / National Science Foundation / Computing Georgia Institute / University of Southern California / U.S. government / Georgia Institute of Technology / Princeton University / Carnegie Mellon University / Department of Mathematics / University of Arizona / American Association for Artificial Intelligence Copyright / /

Person

White / Sven Koenig / /

Position

D. J. / +π rt / rt / General / planner / Dean / /

ProvinceOrState

Arizona / /

PublishedMedium

Games and Economic Behavior / Journal of Artificial Intelligence Research / Lecture Notes in Computer Science / /

Region

Southern California / /

Technology

artificial intelligence / /

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www.aaai.org / /

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