The inherent parallelism of matrix multiplication and Gauss Jordan(GJ) elimination is discussed in this paper. 研究了矩阵乘法和高斯约当消元法固有的并行性。
Based on the iterative algorithm of Newton Raphson, the numerical approach of governing equations of fluid system is studied through combined the gauss jordan elimination with compression matrix storage technology. 根据Newton-Raphson迭代思想,结合雅克比系数矩阵的压缩存储技术,研究了基于高斯-约当消去法的流体系统控制方程组数值求解方法。
On the basis of the multiprocessor platform, TMS320C80's programmable structure, the parallel matrix multiplication and parallel Gauss Jordan(GJ) elimination algorithms are introduced. 基于多处理机平台TMS320C80(C80),提出并行矩阵乘法和并行高斯约当消元法。
Algorithm of Inverse Matrix by Gauss - Jordan Method of Pivot Element Elimination Gauss-Jordan主元素法求逆的算法