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MOB forms: a class of multilevel block algorithms for dense linear algebra operations.

, , and . International Conference on Supercomputing, page 354-363. ACM, (1994)

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Mapping QR decomposition of a banded matrix on a ID systolic array with data contraflow and pipelined functional units., , , , and . Algorithms and Parallel VLSI Architectures, page 25-38. Elsevier, (1991)Review of General and Toeplitz Vector Bidiagonal Solvers., , , and . Parallel Comput., 22 (8): 1091-1126 (1996)Exploiting computer resources for fast nearest neighbor classification., and . Pattern Anal. Appl., 10 (4): 265-275 (2007)Spike Algorithm with savings for strictly diagonal dominant tridiagonal systems., , and . Microprocess. Microprogramming, 39 (2-5): 125-128 (1993)Reducing TLB power requirements., , and . ISLPED, page 196-201. ACM, (1997)Transformation of systolic algorithms for interleaving partitions., , , and . ASAP, page 56-71. IEEE, (1991)An Analysis of the Parallel Computation of Arbitrarily Branched Cable Neuron Models., , , and . PPSC, page 373-378. SIAM, (1995)Reusing cached schedules in an out-of-order processor with in-order issue logic., , and . ICCD, page 246-253. IEEE Computer Society, (2009)Fast parallel in-memory 64-bit sorting., , and . ICS, page 114-122. ACM, (2001)Computing Size-Independent Matrix Problems on Systolic Array Processors., , and . ISCA, page 271-278. IEEE Computer Society, (1986)