% Welcome to SuiteSparse : a Suite of Sparse matrix packages, containing a
% collection of sparse matrix packages authored or co-authored by Tim Davis.
% Only the primary MATLAB functions are listed below.
%
% Example:
%   SuiteSparse_install
% compiles and installs all of SuiteSparse, and runs several demos and tests.
%
%-------------------------------------------------------------------------------
% Ordering methods and graph partitioners:
%-------------------------------------------------------------------------------
%
%   amd2         - approximate minimum degree ordering.
%   colamd2      - column approximate minimum degree ordering.
%   symamd2      - symmetrix approximate min degree ordering based on colamd.
%   camd         - constrained amd.
%   ccolamd      - constrained colamd.
%   csymamd      - constrained symamd.
%   edgecut      - Mongoose graph partitioner
%
%-------------------------------------------------------------------------------
% CHOLMOD: a sparse supernodal Cholesky update/downdate package:
%-------------------------------------------------------------------------------
%
%   cholmod2     - computes x=A\b when A is symmetric and positive definite.
%   chol2        - same as MATLAB chol(sparse(A)), just faster.
%   lchol        - computes an LL' factorization.
%   ldlchol      - computes an LDL' factorization.
%   ldlupdate    - updates an LDL' factorization.
%   resymbol     - recomputes symbolic LL or LDL' factorization.
%   ldlsolve     - solves Ax=b using an LDL' factorization.
%   ldlsplit     - splits LD into L and D.
%   metis        - interface to METIS node-nested-dissection.
%   nesdis       - interface to CHOLMOD's nested-dissection (based on METIS).
%   septree      - prune a separator tree.
%   bisect       - interface to METIS' node bisector.
%   analyze      - order and analyze using CHOLMOD.
%   etree2       - same as MATLAB "etree", just faster and more reliable.
%   sparse2      - same as MATLAB "sparse", just faster.
%   symbfact2    - same as MATLAB "symbfact", just faster and more reliable.
%   sdmult       - same as MATLAB S*F or S'*F (S sparse, F full), just faster.
%   ldl_normest  - compute error in LDL' factorization.
%   lu_normest   - compute error in LU factorization.
%   mread        - read a sparse matrix in Matrix Market format
%   mwrite       - write a sparse matrix in Matrix Market format
%   spsym        - determine the symmetry of a sparse matrix
%
%-------------------------------------------------------------------------------
% CSPARSE / CXSPARSE: a Concise Sparse matrix package:
%-------------------------------------------------------------------------------
%
%   Matrices used in CSparse must in general be either sparse and real, or
%   dense vectors.  Ordering methods can accept any sparse matrix.  CXSparse
%   supports complex matrices and 64-bit MATLAB; it is installed by default.
%
%   cs_add       - sparse matrix addition.
%   cs_amd       - approximate minimum degree ordering.
%   cs_chol      - sparse Cholesky factorization.
%   cs_cholsol   - solve A*x=b using a sparse Cholesky factorization.
%   cs_counts    - column counts for sparse Cholesky factor L.
%   cs_dmperm    - maximum matching or Dulmage-Mendelsohn permutation.
%   cs_dmsol     - x=A\b using the coarse Dulmage-Mendelsohn decomposition.
%   cs_dmspy     - plot the Dulmage-Mendelsohn decomposition of a matrix.
%   cs_droptol   - remove small entries from a sparse matrix.
%   cs_esep      - find an edge separator of a symmetric matrix A
%   cs_etree     - elimination tree of A or A'*A.
%   cs_gaxpy     - sparse matrix times vector.
%   cs_lsolve    - solve a sparse lower triangular system L*x=b.
%   cs_ltsolve   - solve a sparse upper triangular system L'*x=b.
%   cs_lu        - sparse LU factorization, with fill-reducing ordering.
%   cs_lusol     - solve Ax=b using LU factorization.
%   cs_make      - compiles CSparse for use in MATLAB.
%   cs_multiply  - sparse matrix multiply.
%   cs_nd        - generalized nested dissection ordering.
%   cs_nsep      - find a node separator of a symmetric matrix A.
%   cs_permute   - permute a sparse matrix.
%   cs_print     - print the contents of a sparse matrix.
%   cs_qr        - sparse QR factorization.
%   cs_qleft     - apply Householder vectors on the left.
%   cs_qright    - apply Householder vectors on the right.
%   cs_qrsol     - solve a sparse least-squares problem.
%   cs_randperm  - random permutation.
%   cs_sep       - convert an edge separator into a node separator.
%   cs_scc       - strongly-connected components of a square sparse matrix.
%   cs_scc2      - cs_scc, or connected components of a bipartite graph.
%   cs_sparse    - convert a triplet form into a sparse matrix.
%   cs_sqr       - symbolic sparse QR factorization.
%   cs_symperm   - symmetric permutation of a symmetric matrix.
%   cs_transpose - transpose a sparse matrix.
%   cs_updown    - rank-1 update/downdate of a sparse Cholesky factorization.
%   cs_usolve    - solve a sparse upper triangular system U*x=b.
%   cs_utsolve   - solve a sparse lower triangular system U'*x=b.
%   cspy         - plot a sparse matrix in color.
%   ccspy        - plot the connected components of a matrix.
%
%-------------------------------------------------------------------------------
% LDL: Sparse LDL factorization:
%-------------------------------------------------------------------------------
% 
%   ldlsparse   - LDL' factorization of a real, sparse, symmetric matrix.
%   ldlrow      - an m-file description of the algorithm used by LDL.
%
%-------------------------------------------------------------------------------
% UMFPACK: the Unsymmetric MultiFrontal Package:
%-------------------------------------------------------------------------------
%
%   umfpack2          - computes x=A\b, x=A/b, or lu (A) for a sparse matrix A
%   umfpack_details   - details on all the options for using umfpack in MATLAB
%   umfpack_report    - prints optional control settings and statistics
%   umfpack_btf       - factorize A using a block triangular form
%   umfpack_solve     - x = A\b or x = b/A
%   lu_normest        - estimates norm (L*U-A,1) without forming L*U-A
%                       (duplicate of CHOLMOD/lu_normest, for completeness)
%   luflop            - given L and U, computes # of flops required
%
%-------------------------------------------------------------------------------
% SuiteSparseQR: multifrontal rank-revealing sparse QR
%-------------------------------------------------------------------------------
%
%   spqr            - sparse QR
%   spqr_solve      - x=A\b using SuiteSparseQR
%   spqr_qmult      - y=Q*x, Q'*x, x*Q, or x*Q' using Q in Householder form
%
%-------------------------------------------------------------------------------
% GraphBLAS: graph algorithms via sparse linear algebra (graphblas.org)
%-------------------------------------------------------------------------------
%
%   GrB - the GraphBLAS matrix object; 100s of overloaded functions.
%
%-------------------------------------------------------------------------------
% SLIP_LU: solves sparse Ax=b exactly, with no roundoff error
%-------------------------------------------------------------------------------
%
%   SLIP_backslash - solve Ax=b via sparse left-looking integer-preserving LU
%
%-------------------------------------------------------------------------------
% Other packages:
%-------------------------------------------------------------------------------
%
%   MATLAB_Tools    various MATLAB tools, most in M, some as C mexFunctions:
%
%       ssmult          sparse matrix times sparse matrix
%       meshnd          nested dissection of regular 2D and 3D meshes
%       linfactor       solve Ax=b using LU or CHOL
%       dimacs10        MATLAB interface for the DIMACS10 collection
%       factorize       object-oriented system solver
%       sparseinv       sparse inverse subset
%       spqr_rank       toolbox for sparse rank-deficient matrices
%
%   SuiteSparseCollection    for managing the SuiteSparse Matrix Collection
%   RBio            for reading/writing Rutherford/Boeing sparse matrices
%   ssget           MATLAB interface to the SuiteSparse Matrix Collection
%
%-------------------------------------------------------------------------------
%
% For help on compiling SuiteSparse or the demos, testing functions, etc.,
% please see the help for each individual package.
%
% Copyright 2020, Timothy A. Davis, http://suitesparse.com.

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