conjugate gradient solver from breeze (for completeness, do not use, has no preconditioning and is slow, rather use PreconditionedConjugateGradient and maybe ConjugateGradient)
conjugate gradient solver for a Poisson system, no preconditioning (only for very small systems, prefer Preconditioned CG)
solve a Poisson equation in the image domain using a dense linear Cholesky solver (due to the dense matrix only for small systems and a lot of memory)
Multigrid algorithm to solve Poisson's equation in the image domain for generic pixel type A (efficient but may not fully converge with complicated boundaries)
Solve Poisson's equation in an image domain with (arbitrary) Dirichlet boundary conditions
transform a Poisson equation in the image domain to a linear system (finite differences)
Multigrid parameters
permutation
permutation strategy for the Sparse Cholesky decomposition
conjugate gradient solver for a Poisson system, uses incomplete Cholesky preconditioning (considerably faster than CG)
two-values index of Spherical Harmonics function (l, m)
solve a Poisson equation using a sparse Cholesky decomposition (efficient for small systems, use PCG for larger systems)
look a t CSCMatrix as a graph (for permutation finders)
Conjugate Gradient solver for sparse, large linear system
Cuthill-McKee permutation finder
Cholesky decomposition
do not permute matrix entries
performs a Pivoted Cholesky decomposition
implements the preconditioned conjugate gradient for faster convergence with good preconditioners
sparse Cholesky decomposition
service functions for real spherical harmonics