| Das, C. R., Mohapatra, P., Tien, L. and Bhuyan, L. N. "An Availability Model for MIN-Based Multiprocessors", IEEE Trans. On Parallel and Distributed Systems, Vol. 4, NO. 10, pp. 1118-1129, October 1993 |
....a mesh with faulty nodes is very difficult. This difficulty is attributed mainly to the mesh topology. Mesh does not have a recursive or hierarchical structure. Therefore, previous recursive techniques used for hypercube analyses [11] or hierarchical decomposition techniques used for MIN analyses [12, 13] cannot be used here. The conventional method of constructing a Markov chain (MC) for reliability computation is also not feasible for analyzing mesh reliability. It is probably impossible to construct an exact MC to find the submesh reliability. The state space explosion for even small meshes ....
C. R. Das, P. Mohapatra, et. al., "An Availability Model for MIN-Based Multiprocessors, " IEEE Transactions on Parallel and Distributed Systems, pp. 1118-1129, Oct. 1993.
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Das, C. R., Mohapatra, P., Tien, L. and Bhuyan, L. N. "An Availability Model for MIN-Based Multiprocessors", IEEE Trans. On Parallel and Distributed Systems, Vol. 4, NO. 10, pp. 1118-1129, October 1993
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