[00680] Computing p-Harmonic Descent Directions for Shape Optimization
Session Time & Room : 4E (Aug.24, 17:40-19:20) @F403
Type : Contributed Talk
Abstract : Recent development in shape optimization suggests enhanced results by using a $p$-harmonic approach to determine descent directions. Therefore, we present the extension of an algorithm to solve the occurring vector-valued $p$-Laplace problem subject to a boundary force without requiring an iteration over the order $p$ and thus compute higher-order solutions efficiently. Results are verified by numerical experiments in a fluid dynamic setting.
