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aI A new iterative algorithm, the multi-level algorithm, for the numerical solution of steady state Markov chains is presented. The method utilizes a set of recursively .jarsened representations of the original system to achieve accelerated convergence. It is motivated by multigrid methods, which are widely used for fast solution of partial differential equations. Initial results of numerical experiments are reported, showing significant reductions in computation time, often an order ofdoi:10.1145/183018.183040 dblp:conf/sigmetrics/HortonL94 fatcat:vgsd7ql6kjgnjpn6lhwqn74tbe