Guaranteed_error_estimation_for_modified_Helmholtz_eq : Guaranteed_error_estimation_for_modified_Helmholtz_eq [Public]
By nakano (2023-02-21T00:48:32Z )
This project provides computational examples related to guaranteed error estimation for the modified Helmholtz equations. The computation method used in this project is based on the approach presented in the research paper available at arxiv.org:2001.09820, as well as the project available at https://ganjin.online/liqin/Hypercircle.
ShapeDerivativeEstimation : Rigorous shape derivative of eigenvalues estimation [Public]
By ryoki (2022-09-28T14:05:34Z )
This project demonstrates an implementation of the algorithms proposed in "Shape optimization for the Laplacian eigenvalue over triangles and its application to interpolation error constant estimation".
Matrix4StokesEquation : Matrix generation in solving the Stokes equation by FEM [Public]
By xfliu (2022-10-05T08:32:29Z )
In solving the Stokes equation, one has to consider the solution of linear system under a linear constraint condition. Here, the code is prepared for the matrix generation.