GENERALIZATION ON PROPER G-SPACES FOR LOCALLY COMPACT LIE GROUP G

Title & Authors
GENERALIZATION ON PROPER G-SPACES FOR LOCALLY COMPACT LIE GROUP G
Lee, Hyang-Sook;

Abstract
In this paper we study the relation of Euler characteristic with respect to cohomology with compact support in F$\small{_{p}}$-coefficient for the fibration of ENR`s and generalize some properties on proper G-spaces for locally compact Lie group G.G.
Keywords
locally compact Lie group;proper G-action;Burnside modules;
Language
English
Cited by
References
1.
Introduction to compact transformation groups,

2.
Lecture Notes in Math, vol.766.

3.
Transformation groups,

4.
Lectures on algebraic topology,

5.
Dimension theory, Princeton Mathematical Series, vol.4.

6.
Topology Appl., vol.87. pp.189-197

7.
Trans. Amer. Math. Soc., vol.347. 2, pp.461-498

8.
Ann. of Math., vol.73. 2, pp.295-323

9.
Mem. Amer. Math. Soc., 36,

10.
Algebraic topology,