Embedding certain diffeomorphism groups in the quasi-isometry groups of Euclidean spaces

Mitra Oorna; Sankaran Parameswaran

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Embedding certain diffeomorphism groups in the quasi-isometry groups of Euclidean spaces

机译：在欧氏空间的拟等距群中嵌入某些微分群

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来源
《Topology and its applications》 |2019年第15期|106833.1-106833.11|共11页
作者
Mitra Oorna; Sankaran Parameswaran;
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作者单位

HBNI Inst Math Sci CIT Campus Chennai 600113 Tamil Nadu India;

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原文格式 PDF
正文语种 eng
中图分类
关键词
Diffeomorphism groups; PL-homeomorphism groups; Quasi-isometries of Euclidean spaces;

机译：不同同构群;PL同胚群;欧氏空间的拟等式;

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专利

1. Embedding certain diffeomorphism groups in the quasi-isometry groups of Euclidean spaces [J] . Mitra Oorna, Sankaran Parameswaran Topology and its applications . 2019,第SEPa15期

机译：在欧氏空间的拟等距群中嵌入某些微分群
2. Quasi-isometries of C-0(K, E) spaces which determine K for all Euclidean spaces E [J] . Galego Eloi Medina, Porto da Silva Andre Luis Studia mathematica . 2018,第3期

机译：C-0（k，e）空间的准异构体，其确定所有欧几里德空间的k
3. Embedding non-Euclidean color spaces into Euclidean color spaces with minimal isometric disagreement [J] . Philipp Urban, Mitchell R. Rosen, Roy S. Berns, Journal of the Optical Society of America, A. Optics, image science, and vision . 2007,第6期

机译：将非欧几里德色彩空间嵌入到等距最小差异的欧几里德色彩空间中
4. An Exact Algorithm for Finite Metric Space Embedding into a Euclidean Space When the Dimension of the Space Is Not Known [C] . Ewa Skubalska-Rafajlowicz, Wojciech Rafajlowicz International Conference on Computational Science and Its Applications . 2021

机译：当空间的维度未知时，将有限度量空间嵌入到欧几里德空间中的精确算法
5. Quasi-Local Energy of Rotating Black Hole Spacetimes and Isometric Embeddings of 2-Surface in Euclidean 3-Space. [D] . Ray, Shannon. 2017

机译：欧几里德三空间中旋转黑洞时空的准局部能量和2-曲面的等距嵌入。
6. The Newtonian Potential of a Sphere of Euclidean Space EN Embedded in a Euclidean Universe En [O] . Edward Kasner, John De Cicco 1952

机译：嵌入欧氏宇宙En的欧氏空间EN球体的牛顿势
7. Rigidity of quasi-isometries for symmetric spaces and Euclidean buildings [O] . Kleiner Bruce, Leeb Bernhard 1997

机译：对称空间和欧几里得建筑物的准等距刚度
8. Construction of Two-Dimensional Riemannian Manifolds Embedded into Enveloping Euclidean (Pseudo-Euclidean) Space [R] . Saveliev, M. V. 1983

机译：嵌入欧几里德（伪欧氏）空间的二维黎曼流形的构造

Embedding certain diffeomorphism groups in the quasi-isometry groups of Euclidean spaces

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