1) riemann boundary value problem with square roots
带根号的Riemann边值问题
1.
The nonlinear singular integral equationwhere a, b, c are constants and L is a smooth closed contour, is solved in Holder continuousspace by transforming it to a Riemann boundary value problem with square roots.
对非线性奇异积分方程其中L为一封闭光滑曲线;a,b,c为常数,在H（?）lder连续函数空间中求解时将其化为一个带根号的Riemann边值问题而得出其一般解。
2) riemann problem of the square root
带根号Riemann边值问题
3) Riemann boundary value problem
Riemann边值问题
1.
Riemann boundary value problem for K-hypemonogenic functions in Clifford analysis;
Clifford分析中K超正则函数的Riemann边值问题
2.
Riemann boundary value problems and inverse problems for a kind of k regular functions in Clifford analysis;
Clifford分析中一类k正则函数的Riemann边值问题和它的逆问题
3.
The distribution solution of a class of Riemann boundary value problems and the inverse problems for generalized regular functions in Clifford analysis;
Clifford分析中广义正则函数的一类Riemann边值问题和逆问题
4) Riemann boundary problem
Riemann边值问题
1.
Riemann boundary problems containing Carleman shifts and derivatives areconsidered in this paper.
本文讨论了带Carleman位移并合导数的Riemann边值问题,获得了此问题是Noether可解的条件及指标公式,并将所得结论应用于讨论带位移的奇异积分-微分方程和带位移的高阶奇异积分方程。
2.
Through the analysis on the unknown function,we transfer the Riemann boundary problem with radical sing to general Riemann boundary problem.
本文通过对未知函数Ψ(z)结构的分析,把带根号的Riemann边值问题化为一般的Riemann边值问题,并通过对后者的求解,得到前者的一般解及其可解条件。
5) Riemann boundary value problems
Riemann边值问题
1.
A class of non-normal type Riemann boundary value problems with square roots;
非正则型带平方根的Riemann边值问题
2.
Riemann boundary value problems for bianalytic functions on infinite straight line;
无穷直线上的双解析函数的Riemann边值问题
3.
Riemann boundary value problems for bianalytic functions on open segmental arc are investigated?The solvability of the problems is discussed ,and the theorems of solvability of the problems are obtained
研究双解析函数在开口弧段上的Riemann边值问题 ,讨论该边值问题的可解性 ,给出其可解性定
6) Riemann boundary problems
Riemann型边值问题
补充资料：根号
根号
radical
根号【拍曲川;p明双幼] 数学符号了一(修饰的拉丁字母;)，它表示开方，即一个形如xn一“二0的二项式代数方程的解.符号振表示这个方程的一个解. 复数域C上代数方程的根式求解间题就是用这个(复系数)代数方程的系数的有限次加、乘、除、乘方和开方表示方程的解.高于4次的方程一般不能用根式求解(见G习山理论(C冶】015此。理)). 根号还用作表示理想的根(根基)(m山喇ofanideal)的符号. 0.A.物aoa撰裴定一译赵春来校
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