I.J.Matrix定理的另一个推广及其在组合恒等式上的应用

ANOTHER GENERALIZATION OF I. J. MATRIX THEOREMS AND ITS APPLICATION IN COMBINATORIAL IDENTITIES

利用复合函数、高阶微商的方法，给出了I．J．Matrix定理的一个推广，并展示了它在组合恒等式上的应用，最后给出了Bernoulli数的一个性质。

Using the method of higher order derivative, this paper gives a generalization of I. J.Matrix theorem, further more, obtain its applications in combinatorial identities and a property of Bernoulli numbers.