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What is High Order Derivatives in Shape Design about?

The paper discusses the computation of high order derivatives in shape optimization problems, highlighting the efficiency of using second and higher order derivatives to reduce the number of expensive finite element analyses. It addresses concerns about the cost, complexity, precision, and utility of these higher order derivatives, ultimately proving that they can be computed with the same precision as the original function. The authors present a framework for deriving these derivatives and demonstrate thei

Author

sadik.fstbm

Language

EN