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Numerical_Solution-_QPB_-Control-_Problems

  • Category : Algorithm
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  • Update : 2016-08-28
  • Size : 351kb
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  • Author :M.A.
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Maple files treat the constrained optimal control problem of a quasilinear parabolic equation. The extrior penalty function method is used to transform the constrained optimal control problem into an unconstrained problem. The discrete control problem is constructed. The discrete gradient formulae for the discrete function are obtained.
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Numerical_Solution _QPB_ Control _Problems\Aa2008.map
..........................................\aconjmhfarag.map
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..........................................\afarag2008.map
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..........................................\afaragCGM.map
..........................................\ALAHASHEM.map
..........................................\ALINE.map
..........................................\ALINEpqq.map
..........................................\aonemin.map
..........................................\aparabolicConjm.map
..........................................\AQ.map
..........................................\CONJM.map
..........................................\controlla.map
..........................................\corana.map
..........................................\math.doc
..........................................\navon_nonsmooth.map
..........................................\OPTIMALPowii88.map
..........................................\POWELL00.map
..........................................\POWII88.map
..........................................\powll.map
..........................................\POWLL77.map
..........................................\pqi2008.map
..........................................\pqi20089.map
..........................................\pqi200891.map
..........................................\pqq.map
..........................................\santafe.map
..........................................\STEEP.map
..........................................\steepest.map
..........................................\TELMAN.map
Numerical_Solution _QPB_ Control _Problems
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