As for higher singularity integral equation:its solvability conditions have been investigated in reference [1]. In reference [2], the direct solutionmethod has been discussed. In this paper, we will discuss a kind of ...As for higher singularity integral equation:its solvability conditions have been investigated in reference [1]. In reference [2], the direct solutionmethod has been discussed. In this paper, we will discuss a kind of method of directly finding solution.As n=2, the equation （1） equivalent to the following;here L is a simple closed curve; D<sup>+</sup>, D<sup>-</sup>, are the inner-field and outer-field respectively, which are sur-rounded by curve L, we need （t）∈ H<sub>1</sub> （L）.Assume that N<sub>x</sub>（z,ζ） =（k<sub>v</sub>（z,ζ）-k<sub>v</sub>（z,ζ））/a<sub>2</sub>（z）+b<sub>2</sub>（z） is meromorphic on × ,v = 1,2,3. Furthermore展开更多
文摘As for higher singularity integral equation:its solvability conditions have been investigated in reference [1]. In reference [2], the direct solutionmethod has been discussed. In this paper, we will discuss a kind of method of directly finding solution.As n=2, the equation （1） equivalent to the following;here L is a simple closed curve; D<sup>+</sup>, D<sup>-</sup>, are the inner-field and outer-field respectively, which are sur-rounded by curve L, we need （t）∈ H<sub>1</sub> （L）.Assume that N<sub>x</sub>（z,ζ） =（k<sub>v</sub>（z,ζ）-k<sub>v</sub>（z,ζ））/a<sub>2</sub>（z）+b<sub>2</sub>（z） is meromorphic on × ,v = 1,2,3. Furthermore
