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Mathematical analysis / Control theory / Optimal control / Shape optimization / Sequential quadratic programming / Linear programming / Partial differential equation / Hamiltonian / Optimization problem / Mathematical optimization / Mathematics / Operations research


INTERNATIONAL JOURNAL FOR NUMERICAL METHODS IN ENGINEERING Int. J. Numer. Meth. Engng 2003; 57:1457–1469 (DOI: [removed]nme.786) Adaptive algorithms for optimal control of time-dependent partial dierential-algebraic eq
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Document Date: 2004-10-22 11:20:32

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City

Santa Barbara / /

Company

Lawrence Livermore National Laboratory / UM / Los Alamos National Laboratory / OPTIMAL CONTROL OF TIME-DEPENDENT PDAE SYSTEMS / John Wiley & Sons Ltd. / AMR / /

Country

United States / /

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Facility

University of California Santa Barbara / University of California / /

IndustryTerm

sensitivity solutions / nement algorithm / sensitivity software / analytical solution / nal solutions / optimization algorithm / vector products / adaptive algorithm / adaptive mesh algorithm / erentiation software / control software / time integrator / erentiation tool / optimization software / erential-algebraic equation systems / cient solution / /

Organization

University of California / U.S. Department of Energy / National Science Foundation / Department of Computer Science / University of California Santa Barbara / U.S.A. Division / Center for Applied Scienti / /

Person

Linda R. Petzold / /

Product

PDEs / /

ProvinceOrState

New Mexico / California / /

Technology

adaptive mesh algorithm / nement algorithm / ATM / adaptive algorithm / Adaptive algorithms / optimization algorithm / /

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