Convergence of non-stationary parallel multisplitting methods for hermitian positive definite matrices
M. Jesús Castel, Violeta Migallón, José Penadés · Mathematics of Computation · 1998
Non-stationary multisplitting algorithms for the solution of linear systems are studied. Convergence of these algorithms is analyzed when the coefficient matrix of the linear system is hermitian positive definite. Asynchronous versions of these algorithms are considered and their convergence investigated.