1) doubly quasi-periodic Riemann boundary value problem
双准周期Riemann边值问题
1.
Combined with theories of double period function and doubly quasi-periodic Riemann boundary value problem,the series form solutions are obtained.
通过在双周期圆环形区域内引入非均匀本征应变,将双周期非均匀介质问题转化为带有双周期非均匀本征应变的均匀介质问题,结合双周期函数和双准周期Riemann边值问题理论,获得了该问题级数形式的解答。
2) doubly periodic Riemann boundary value problem
双周期Riemann边值问题
1.
A remark on the method of solution for doubly periodic Riemann boundary value problem;
双周期Riemann边值问题解法的注记
3) periodic Riemann boundary value problem
周期Riemann边值问题
1.
A periodic Riemann boundary value problem generalized condition at ±∞i is posed and its solutions and solvable conditions are given.
在±∞i处提出一种条件推广的周期Riemann边值问题并给出解及可解条件 通过引入基本解组和广义相联周期边值问题的概念使这类边值问题的可解条件有明确的几何意义(正交化条件),而其特例推广了已有的工作
2.
We discuss the stability of the solve of periodic Riemann boundary value problem when the smooth perturbation of L occurs, and give the correspording error estimates.
讨论了当E为复平面上的有界单连通区域 ,且所有已知函数在E上满足H lder条件时 ,周期Riemann边值问题在边界曲线L E发生光滑摄动时解的稳定性问题 ,并给出了相应的误差估
3.
A periodic Riemann boundary value problem are discussed by the mapping , its basic of solutions are given, we render such problem with obviousgeometric interpretation (the orthorogorality condition).
本文用指数变换ζ=exp(i2z／a)重新求解了一类周期Riemann边值问题，得到了相应的基本解组，使得其可解条件的正交性显存于解和可解条件中。
4) doubly quasi-periodic boundary value problem
双准周期边值问题
5) double-periodic Riemann boundary
双周期Riemann边值
6) 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
补充资料：Riemann坐标
Riemann坐标
Riemanirian coordinates
R~坐标[Ri日川日I丽ana刃峭油tes;p“M叨0.曰Ko-OP八““aT从] 见测地坐标(geodesic coordinates).
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条