【摘要】 <正> 其中A=(a_ij)₁^N是N×N非奇异矩阵,且 D=diag(a_ii)是由A的对角元组成的对角矩阵;假定a_ii>0,记A为 A=D-G-H,其中G与H是严格下与上三角矩阵.于是,可将Jacobi迭代矩阵定义为更多还原

【Abstract】 Suppose A_x = b is a system of linear equations, where A is an N×N（N≥4） sy-mmetric and positive definite matrix. The associated Jacobi matrix B is arranged in sucha way that B=（0 R^T R 0）We give an estimate for the error ε^m = x - x^m in terms of the norms of δ^m=x^m-x^m-1, δ^m+1 - x^m and their inner product, where x is the exact solution and x^m is them th iteration vector obtained by the SSOR method.更多还原