1) strong map
强映射
1.
Strong maps and rank strong maps between matroids;
拟阵之间的强映射与秩强映射
2.
The concepts of strong map between matroids and an automorphism of a matroid are first extended to that of greedoids,and then followed by presenting some decision theorems for strong maps of greedoids and two methods of finding the strong maps of a greedoid concretely.
将拟阵间有关强映射和自同构的概念推广到广义拟阵上。
3.
This thesis first gives the concept of rank on poset matroids, followed by temp ting the (rank)strong maps between poset matroids and showing that this strong m aps satisfies the commutative property.
首先给出偏序集拟阵上秩的概念 ,并由此产生了偏序集拟阵间 (秩 )强映射的概念 ,这种强映射满足交换性质 。
2) rank strong map
秩强映射
1.
Strong maps and rank strong maps between matroids;
拟阵之间的强映射与秩强映射
3) strongly distance-a preserving map
强保a映射
5) strongly lidelof mapping
强lindelof映射
6) strongly accretive mapping
强增生映射
1.
We prove that for a strongly accretive mapping in Lp(P<2)the sequence produced by Mann iterate converges strongly to the unique solution of Tx=f.
本文回答了文献［３］中提出的公开问题，即Ｌｐ（Ｐ＜２）空间中的强增生映射，证明了由Ｍａｎｎ迭代产生的序列强收敛于方程Ｔｘ＝ｆ的唯一解。
2.
A related result is obtained that deals with stability of the Mann iterative process with random errors for the solution of nonlinear equation with strongly accretive mapping.
同时 ,一个与非线性强增生映射方程的迭代解的稳定性相关的结果被获
补充资料：椐椐强强
1.相随貌。
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