Pages that link to "Item:Q1660081"

The following pages link to Shape optimization approach for solving the Bernoulli problem by tracking the Neumann data: a Lagrangian formulation (Q1660081):

Displaying 8 items.

• The second-order shape derivative of Kohn-Vogelius-type cost functional using the boundary differentiation approach (Q486028) (← links)
• A Dirichlet-Neumann cost functional approach for the Bernoulli problem (Q520923) (← links)
• A second-order shape optimization algorithm for solving the exterior Bernoulli free boundary problem using a new boundary cost functional (Q782922) (← links)
• Shape optimization approach to defect-shape identification with convective boundary condition via partial boundary measurement (Q1736465) (← links)
• On a numerical shape optimization approach for a class of free boundary problems (Q2023664) (← links)
• Structured expert judgement in adversarial risk assessment: an application of the classical model for assessing geo-political risk in the insurance underwriting industry (Q2086382) (← links)
• An improved shape optimization formulation of the Bernoulli problem by tracking the Neumann data (Q2324476) (← links)
• On the new coupled complex boundary method in shape optimization framework for solving stationary free boundary problems (Q6051290) (← links)