numerical solution of vandermonde system of linear algebraic equations 范德蒙方程組的數(shù)值解
row action method for general solution of system of linear algebraic equations 線性代數(shù)方程組行處理法分治策略
dividing-conquering strategy with row action method for systems of linear algebraic equations 求解大型稀疏線性方程組的行處理算法
pre-symmetry regularized method for positive definite symmetrizable system of linear algebraic equations 關(guān)于正定可對稱化線性代數(shù)方程組的預(yù)對稱正則化算法
this paper is investigated a preconditioned conjugate gradient method in solving a linear algebraic system of large sparse symmetric and positive equations 本文研究了解決大型稀疏對稱正定線性方程組的一類預(yù)條件共軛梯度法。