差分方程在矩阵幂、行列式及概率计算中的应用

Applications of the difference equations in the calculations of matrix power,determinant and probability

讨论了差分方程在矩阵幂、行列式及概率计算中的应用.给出了一阶线性常系数非齐次差分方程的一种和式解,建立了矩阵幂、行列式、概率等满足的差分方程式,最后,给出了几个应用实例.

Applications of the difference equations in the calculations of matrix power,determinant and probability are discussed.The solution of sum type of linear non-homogeneous difference equations of order one is given.Difference equations for matrix power,determinant and probability are established respectively,and applications in the calculations are given.