关于方程■ⁿf/■ⁿ=0的解及其某些性质

关于方程■ n f/■ n =0的解及其某些性质 ON SOLUTIONS OF THE EQUATION ■ n f/■ n =0 AND THEIR PROPERTIES 鄒新堤 Chou Hsin-ti first-author 本文研究了方程■ n f/■ n =0的解及其性質,而把古典解析函数的許多基本定理如Weierstrass定理,推广的Liouville定理等等都推广到了■ n f/■ n =0的解上。据此还将調和函数的許多基本性質推广到了n調和函数的情形。 In this paper, We give the results concerning the solutions of the equation ■ n f/■ n =0 We prove that some of the important theorems of the analytic functionshold good for them. We also generalize some important properties of the harmonic fnctions to the n-harmonic functions, 1965-01-01 2021-04-01 Z1