论文标题
对数能量的傅立叶积分公式
A Fourier integral formula for logarithmic energy
论文作者
论文摘要
建立了一个公式，该公式根据措施的傅立叶变换来表达对r^n的对数能量，并给出了某些应用。另外，使用类似的技术A（已知的）公式用于Riesz Energy。
A formula which expresses logarithmic energy of Borel measures on R^n in terms of the Fourier transforms of the measures is established and some applications are given. In addition, using similar techniques a (known) formula for Riesz energy is reinvented.
