有限希尔伯特变换对数势与奇异积分方程
Finite Hilbert Transforms Logarithmic Potentials and Singular Integral Equations
摘要：
证明了几个关于有限希尔伯特变换和对数积分的有趣公式，并应用于确定具有$1-$截势的解析随机矩阵模型的平衡测度、平面极限和求解奇异积分方程.
英文摘要：
Several interesting formulas concerning finite Hilbert transform and logarithmic integrals are proved with application in determining equilibrium measures, planar limits of analytic random matrix models with $1-$cut potential and solving singular integral equations.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
