论文标题
受原子形态启发的三角体格
Trigonometric identities inspired by atomic form factor
论文作者
论文摘要
我们证明了涉及第二类的Chebyshev多项式的一些三角指标。身份的灵感来自原子形构成计算。这些身份的概括（如果发现）将有助于提高原子形态的数值稳定性，以计算高度激发的状态。
We prove some trigonometric identities involving Chebyshev polynomials of second kind. The identities were inspired by atomic form factor calculations. Generalizations of these identities, if found, will help to increase the numerical stability of atomic form factors calculations for highly excited states.
