ID 1439
FullText File
Title Alternative
Equivariant definable triangulations of definable G sets
Authors
DOI
Journal Title
Bulletin of the Faculty of Education, Wakayama University. Natural science
ISSN
13424645
NCID
AN00257977
Volume
56
Start Page
13
End Page
16
Order
04
Published Date
2006-02-28
Language
eng
Keywords Alternative
Definable G sets
equivariant definable triangulations
o-minimal
Abstract Alternative
Let G be a finite group. We prove that every definable G set in a representation Ω of G admits an equivariant definable triangulation (L, φ) such that for each open simplex int (△) of L, φ(int(△)) is a locally closed definable C^γsubmanifold of Ω and that it induces a definable triangulation of X
Content Type
Departmental Bulletin Paper
Text Version
publisher
Accession No.
KJ00004438610