1) Compound complex mapping
复合复映射
1.
Here we lay a particular emphasis on the studying of the theory and methods of the M-J sets (abbreviated to M-J sets) of Compound complex mapping and Projective Synchronization of a class of chaos System.
本文侧重研究了分形学中具有重要意义的复合复映射M-J集(简称M-J集)的相关理论方法和一类混沌系统的投影同步问题，并取得了一些重要的研究成果。
2) compound mapping
复合映射
1.
It mainly discusses the existence and uniqueness of common fixed point of compound mappings on two different complete Menger PM-spaces,and discusses the convergence of the iterative squence,it has given some theorems and corollaries.
主要讨论两个不同的完备M enger PM-空间上复合映射的公共不动点存在性及唯一性,并讨论了迭代收敛问题,给出了几个相关定理和推论。
3) complex mapping
复合映射
1.
We mainly research fixed point theorems for the complex mappings and common fixed point theorem for two weakly compatible selfmappings on Menger probabilistic metric spaces.
主要研究复合映射的不动点定理和弱相容自映射的公共不动点定理。
2.
There are many mapping methods, but most of them only focus on simple one to one mapping, while complex mapping is neglected.
随着语义Web技术研究的发展,本体应用越来越广泛,但是由于不同用户构建的本体在形式上、结构上的差异,导致同领域内本体在重用与交流方面存在困难,同时也限制了本体集成研究的发展,解决这些问题的关键在于本体映射的发展,虽然现有的映射方法层出不穷,但绝大部分方法却只考虑了简单的1∶1映射,没有涉及到更为复杂的复合映射问题,因此限制了映射精度的提高,本论文主要针对这个问题探索不同本体间复合映射的发现技术问题。
3.
Finally, aiming at the problem of discovering only the simplest complex mappings for the current complex mapping algorithms, a complex mapping method based on the containing relation and equivalen
最后,针对当前复合映射算法仅能发现简单复合映射的问题,提出了一种通过包含关系和等价关系发现复合映射的方法,从已有映射信息、实例信息、属性信息等方面发现基于包含关系的复合映射,从等价结点、等价模板等方面发现基于等价关系的复合映射。
4) composite mapping
复合映射
1.
This paper obtains a fixed point theorem for the composite mappings TS and ST .
设 (X,F,Δ)和 (Y,F,Δ)是两个完备的 Menger PM-空间 ,Δ是连续的 H型 t-范数 ,函数 Φ(t)满足条件(Φ1 ) ,本文在映射 T:X→ Y和 S:Y→ X满足更一般的条件下给出了关于复合映射 TS和 ST的不动点定理。
5) compound Logistic map
复合Logistic映射
1.
Using the bifurcation diagram, the paper reveals that chaotic patterns of the compound Logistic map may emerge out of double-periodic bifurcation, and the chaotic crisis phenomena and the reverse bifurcation are found in the chaotic region.
利用分岔图,揭示出复合Logistic映射可按倍周期分岔走向混沌,且混沌区中存在混沌危机及逆分岔现象。
6) complex mapping family
复映射族
1.
This paper gives the definition of the complex mapping family f(Z)=aZ2+ti; draws its attractor image as NIFS; explains that the contractive factor is not a constant and relates to iteration point; figures out the condition of complex mapping fami.
笔者给出了复映射族f(Z)=aZ2+ti的定义,绘制出其作为非线性IFS 的吸引子图像;说明了映射压缩因子不是一个常数,而与迭代点有关;求出了复映射族构成IFS 的条件为迭代初始点在所有映射所形成的填充Julia 集的交集内,讨论了初始点选取与生成的迭代吸引子的关系。
补充资料：化成复合肥料(见复混肥料)
化成复合肥料(见复混肥料)
化成复合肥料见泛混肥料.
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