摘要
探讨了带次方根的边值问题在一条开口光滑弧线上的解,通过在开口弧线上对未知函数结构的分析,把带次方根的Riemann边值问题化为一般的Riemann边值问题,并给出了它的解和可解条件.
We will study the structure of the unknown function in an open contour and change the Riemann boundary value problem with order of into the generalized Riemann boundary value problem , also give the solution and the condition of solvability.
出处
《喀什师范学院学报》
2007年第6期14-15,27,共3页
Journal of Kashgar Teachers College
关键词
边值问题
开口弧线
分区全纯函数
指标
阶数
Boundary value problem
a smooth open contour
sectionally holomorphic function
index
order