G-Space
المؤلف:
Hsiang, W. Y
المصدر:
Lectures on Lie Groups. Singapore: World Scientifi
الجزء والصفحة:
p. 1
2-8-2021
2005
G-Space
A 
-space is a special type of T1-Space. Consider a point 
and a homeomorphism of an open neighborhood 
of 
onto an open set of 
. Then a space is a 
-space if, for any two such neighborhoods 
and 
, the images of 
under the different homeomorphisms are isometric. If 
, the homeomorphisms need only be conformal (but not necessarily orientation-preserving).
Hsiang (2000, p. 1) terms a space 
with a topological (respectively, differentiable, linear) transformation of a given group 
a topological (respectively, differentiable, linear) 
-space.
REFERENCES:
Hsiang, W. Y. Lectures on Lie Groups. Singapore: World Scientific, p. 1, 2000.
0
0
الاكثر قراءة في التبلوجيا
اخر الاخبار
اخبار العتبة العباسية المقدسة
