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Computing the Determinants in the Multiprocessor Computer

Abstract

This paper presents a new parallel algorithm for computing the determinants of block matrices of order 𝑤 × Ã°ÂÂ‘Â¤, with Computational Complexity 𝑂 𝑤 3𝑞2 2 , using the Gauss elimination method and Abbas's block method 7 as references. We present our algorithm using Ada-multitasking. The algorithm is numerically stable and has been tested in the Sequent Balance machine with efficient utilization of all processors

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