1) Unique strong solution
唯一强解
2) strong uniqueness
强唯一性
1.
The problem of strong uniqueness of best approximation from an RS set in a Banach space is considered.
研究了Banach空间中的RS集的最佳逼近的强唯一性问题 ,对给定的RS集G及x∈X ,证明了G中对x的最佳逼近g 的强唯一
2.
On the basis of the characterization theorem of a best uniform approximation from the set of generalized polynomials with restricted ranges in general cases put forward by Xu Shusheng,this paper establishes a strong uniqueness theorem and a continuity theorem of the operator of the best approximation on a subset of
本文在许树声给出的一般情形下约束值域广义多项式最佳一致逼近的特征定理的基础上,建立起了该情形下最佳一致逼近的强唯一性定理及最佳逼近算子在 C(?)的一个子集上的连续性定理。
3.
In this paper,we mainly investigate the strong uniqueness of nonlinear best uniform simultaneous approximation in the real continuous function space C(Ω).
主要讨论实连续函数空间C(Ω)中的非线性最佳Chebyshev逼近的强唯一性 ,当子集G是一个RS集时 ,得到非线性Chebyshev逼近的强唯一性定理。
3) strong unicity
强唯一性
1.
In this paper the problem of strong unicity of best simultaneous approximation is studied.
研究了最佳同时逼近的强唯一性 ,给出了最佳同时逼近的强唯一性定理。
2.
The authors give a counterexample to show that strong unicity does not exist for some classof rational functions.
本文证明了单调有理函数类最佳逼近不存在强唯一性，从而知有理函数类最佳逼近非强唯一；而对端点加些限制，则可以得到阶为的强唯一性。
3.
Theorems on characterizations (including alternations), unicity and strong unicity of the nonlinear approximation are presented.
本文讨论了局部Ｈａａｒ条件下变形的非线性Ｌ逼近，得到了包括交错定理在内的特征定理、唯一性和强唯一性定理。
4) strongly chromatic uniqueness
强色唯一
5) nonunique solution
解不唯一
6) unique solution
唯一解
1.
The Unique Solution of Nonlinear Impulsive Volterra Integral Equation in Banach Space;
Banach空间中非线性脉冲Volterra型积分方程的唯一解
2.
In this paper,by using the partial order method and a new comparison result,we inves-tigate the unique solution of the initial value problem for nonlinear second order integro-differential equations in Banach spaces.
本文在一般Banach空间中利用半序方法和一个新的比较结果,研究了二阶积分-微分方程初值问题的唯一解。
3.
Under appropriate hypothesis, the existence of two solutions, unique solution and unbounded solution to the boundary value problem is established.
在一定条件下证明了该问题存在二解、存在唯一解和无有界解。
补充资料：椐椐强强
1.相随貌。
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