Multigrid Methods

doi:doi:10.57702/2tiqofgt

Multigrid Methods

MultiresolutionImageProcessing1)MultigridMethods: In scientific computing, multigrid methods are a popular choice for the solution of large systems of linear equations that may stem from the discretization of Partial Differential Equations (PDEs). One of the most popular PDEs is the Poisson equation in order to model diffusion processes. It is similar to the equation to be solved in HDR compression, which is explained in detail in [10]. The V-cycle, as a simple scheme of a multigrid method, is shown in Algorithm 1.

BibTex:

@dataset{Moritz_Schmid_and_Oliver_Reiche_and_Christian_Schmitt_and_Frank_Hannig_and_Jürgen_Teich_2024,
    abstract = {MultiresolutionImageProcessing1)MultigridMethods: In scientific computing, multigrid methods are a popular choice for the solution of large systems of linear equations that may stem from the discretization of Partial Differential Equations (PDEs). One of the most popular PDEs is the Poisson equation in order to model diffusion processes. It is similar to the equation to be solved in HDR compression, which is explained in detail in [10]. The V-cycle, as a simple scheme of a multigrid method, is shown in Algorithm 1.},
    author = {Moritz Schmid and Oliver Reiche and Christian Schmitt and Frank Hannig and Jürgen Teich},
    doi = {10.57702/2tiqofgt},
    institution = {No Organization},
    keyword = {'HDR Compression', 'Multigrid Methods', 'Poisson Equation'},
    month = {dec},
    publisher = {TIB},
    title = {Multigrid Methods},
    url = {https://service.tib.eu/ldmservice/dataset/multigrid-methods},
    year = {2024}
}