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What is Shape Optimization in Nonlinear Problems about?

This research article discusses the existence and derivation results in shape optimization for nonlinear elliptical problems, focusing on the use of geometric order restrictions to ensure solutions. The authors derive the shape and topological derivatives using the Lagrange and minmax methods, respectively. The paper is structured into sections covering the introduction, existence of optimal shape solutions, shape derivatives, and concludes with findings on the optimization problem

Author

IJAR JOURNAL

Language

EN