launchtool

command launcher and supervisor

Runs a user-supplied command supervising its execution in many ways:

libtrilinos-isorropia12

partitioning, load balancing, coloring of sparse matrices - runtime files

Isorropia is a package for combinatorial scientific computing, with focus on partitioning and load balancing, but also supports coloring and ordering of sparse matrices. Its main purpose is to assist with redistributing objects such as matrices and graphs in a parallel execution setting, to allow for more efficient computations. Isorropia partitions matrices by rows, and produces good maps for Epetra matrices (graphs).

ncurses-examples

test programs and examples for ncurses

The ncurses library routines are a terminal-independent method of updating character screens with reasonable optimization.
strategic shoot 'em up inspired by Paradroid

nighthawk

strategic shoot 'em up inspired by Paradroid

Graphical frontend for mldonkey based on GTK+

mldonkey-gui

Graphical frontend for mldonkey based on GTK+

The GTK+ interface for mldonkey provides a convenient way of managing all mldonkey operations. It gives details about connected servers, downloaded files, friends and lets one search for files in a pleasing way.

libtrilinos-shylu12

solving sparse linear systems - runtime files

ShyLU is a package for solving sparse linear systems. It can be used either as a preconditioner, or as a solver. Currently, it is recommended as an Ifpack preconditioner. ShyLU uses a hybrid direct/iterative approach based on Schur complements. The goal is to provide robustness similar to sparse direct solvers, but memory usage more similar to preconditioned iterative solvers. ShyLU was designed as a node-level solver. It can use both MPI and threads in several ways. ShyLU was designed (a) to solve difficult but medium-size problems, and (b) to be used as a subdomain solver or smoother for very large problems within an iterative scheme. It is a purely algebraic method so can be used as a black-box solver. ShyLU has been particularly successful in electrical circuit simulation (Xyce).