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What is MGLab67?MGLab67 is an updated version of MGLab that works on Matlab versions 6and 7 (through release 14 at least).  It was extensively updated dueto MGLab using features that were dropped when The Mathworks releasedMatlab version 6.  This version was produced by Ryan McKenzie andChunfang Chen of the computer science department of the University ofKentucky under the direction of Prof. Craig C. Douglas.Questions should be directed to rnmcke0@pop.uky.edu,cchen0@engr.uky.edu, or douglas-craig@cs.yale.edu.October 1, 2004-------------------------------------------------------------------------------What is MGLab?MGLab is a set of public domain Matlab functions that defines an interactive environment for experimenting with multigrid algorithms.  The package solves two-dimensional elliptic partial differential equations using finite differences and includes several built-in problems (PoissonHelmholtz, discontinuous coefficient problems and non-self adjointproblems).  A number of parameters controlling the V-cycle can be setusing a point and click mechanism.  The menu-based user interface alsoallows a choice of several Krylov subspace accelerators (PCG, GMRES(k),BiCG/STAB).  The package exploits Matlabs visualization andsparse matrix features and has been structured to be extensible.-------------------------------------------------------------------------------MGLab Files    The Graphical User Interface         MGLab.m        show_params.m        set_defaults.m        run.m        multigrid_setup.m        menu_header.m        menu_item.m        version_info.m        Contents.m        Global Variables            include_globals.m        extract_globals.m        include_flags.m        include_figs.m        Linear Systems            get_matrix.m        sp_laplace.m        sp_cutsq2d.m        sp_convdiff.m        get_rhs.m        Solvers            solve.m        converged.m        vmg.m        fmg.m        pcg.m        pcgs.m        pbicgstab.m        pgmres.m        sor.m        get_SOR_omega.m        Preconditioners            precondition.m        precond_mg.m        Results            update_results.m        Multigrid Routines: High Level            mg_cycle.m        vmg_cycle.m        fmg_cycle.m        wmg_cycle.m        halfvmg_cycle.m        Multigrid Routines: Middle Level            smooth.m        residual.m        restrict.m        coarse_grid_solve.m        interpolate.m        sp_prolong.m        Multigrid Routines: Low Level            coarsest.m        max_level.m        Demos            demo_globals.m        demo1.m        demo1_run.m        demo2.m        demo2_run.m        demo2_Vcycle.m         demo3.m        demo3_run.m        demo3_vmg.m        sint.m        sint2.m   -------------------------------------------------------------------------------Documentation     Thanks to Craig Douglas, a PostScript version of a short paper describing    MGLab is available from mgnet.  The paper can be retrieved by anonymous    ftp to                ftp.cerfacs.fr    or          casper.cs.yale.edu    in the directory                pub/mgnet/Conferences/CopperMtn95    The name of the file is                bordner_saied.ps.gz     To run MGLab, simply start up Matlab (Version 4.0 or later) and type    `MGLab'.  You may wish to include this directory in your Matlab path by    typing `path (path,pwd)' while in your MGLab directory.-------------------------------------------------------------------------------Future Releases     Comments about and suggestions for improvements of the code are welcome:    we plan to have future versions of MGLab that incorporate enhancements and    bug fixes.  To be put on a mailing list to be informed of new versions,    send email to James Bordner (bordner@cs.uiuc.edu).-------------------------------------------------------------------------------Revision History          10 June 1995 V1.00beta: Initial release       20 June 1995 V1.0:      SOR solver added-------------------------------------------------------------------------------James Bordner (bordner@cs.uiuc.edu)Faisal Saied (saied@cs.uiuc.edu)University of Illinois at Urbana-ChampaignDepartment of Computer Science20 June 1995

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