Nrland Eerler与Bernoulli多项式的一个恒等式

One Identical Relation of Nrland Eurler and Bernoulli Polynomial

定义了Norland Bernoulli多项式和Norland Eurler多项式,证明了恒等式: B_(m_1·m_2·…·m_p)^((k))(x_1,x_2,…x_p,y_1,y_2,…y_k)=(1/2^(sum from i to p(m_i)))((sum from s_1=0 to m_1)(sum from s_2=0 to m_2)…(sum from s_p=0 to m_p)(m_1 s_1)…(m_p s_p))E_(s_1·s_2·…·s_p)^((k))(x_1,x_2,…x_p,y_1,y_2,…y_k) B_(m_1-s_1,m_2-s_2,…,m_p-s_p)^((k))(x_1,x_2,…,x_p,y_1,y_2,…,y_k)

This article definitioned N orland Eurler and Bernoulli polynomial prove identical relation