1) MIHV
非等双谷映射
1.
Presents three different kinds of period tripling bifurcations by the admissibility conditions of symbolic sequences in quartic mappings with two inequally high valleys(MIHV).
根据非等双谷映射的可允条件，得出四符号三超稳揉序列有三类不同的三倍周期分岔，这表明非等双谷映射函数迭代通往混沌是具有多样性。
3) 3-order nonsingle-valley Feigenbaum's map
3阶非单谷Feigenbaum映射
4) p-order nonsingle-valley Feigenbaum's map
p阶非单谷Feigenbaum映射
5) bijective mapping
双射映射
6) isometry
[英][ai'sɔmitri] [美][aɪ'sɑmətrɪ]
等距映射
1.
We obtain that any surjective isometry between the unit spheres of normed space E and l~1(F)can be extended to be a linear isometry on the whole space E,and give an affirmative answer to the corresponding Tingley s problem.
研究赋范空间E和l~1(Γ)的单位球面之间的等距映射的延拓,得到E和l~1(Γ)的单位球面之间的满等距映射可以延拓为全空间E上的实线性等距算子,从而肯定地回答了相应的Tingley问题。
2.
We first obtain some sufficient conditions for an isometric mapping defined on the unit sphere(or ball)of aβ-normed space(0＜β■1)can bc extended to be a linear isometry on the whole space.
本文得到了赋β-范空间(0＜β■1)的单位球面(或球)上的等距映射可以延拓为全空间上的线性等距映射的一些充分条件,然后在赋β-范线性空间E中研究(λ,Ψ,2)-等距映射的延拓问题,主要结果为：正齐性映射V_0：B_1(E)→B_1(E)是(1,Ψ,2)-等距的充要条件为‖V_0x‖■‖x‖,■_x∈B_1(E),推广了Zhang L。
补充资料：无等双
1.无可与并者。谓出类拔萃。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
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