试析高等数学行列式计算加边法的应用思路

An Analysis of Application Thoughts of the Determinant Adding Edge Method in the Advanced Mathematics Calculation

高等数学是对复杂问题进行解决的有力武器,在各领域发展过程中,难免会遇到需要解决的复杂问题,而高等数学的应用无疑为这些复杂问题提供了解决方法,从而推动各领域的发展。在高等数学中,行列式是其重要组成部分,在求逆矩阵、矩阵特征值及线性方程组等问题的求解中具备无可比拟的优势,但由于行列式计算的技巧性非常强,而且计算量较大,这给人们对行列式的掌握带来困难。为此,探讨高等数学行列式的定义、性质及常见计算方法,并对行列式计算中加边法的相关概念及应用意义进行阐述,在此基础上,深入分析高等数学行列式计算中加边法的应用思路。

Advanced mathematics is viewed as the powerful weapon to solve complicated problems.In the development of various fields,people will inevitably meet complex problems that need to be solved,while the application of advanced mathematics will undoubtedly provide solutions for these complex problems so as to promote the development of various fields.Determinant is an important component of in avanced mathematics,having the incomparable advantage in solving such problems as inverse matrix,matrix eigenvalue and linear equations.However,the determinant calculation has very strong skills and large amount of calculation,which bring difficulties in grasping of the determinant.In this regard,this paper discusses the definition,features and common calculation methods of determinants in advanced mathematics,and elaborates the relevant concepts and the significance of applying the adding edge method in the determinant calculation,and makes an in-depth analysis on the application of determinant adding edge method in the advanced mathematics calculation.