76
GIORA DULA AND REINHARD SCHULTZ
relative/relativized diagram (F REL I), 50
right ideal (in a category), 50
5(a), S(/3), ... (:= unit sphere subbundle of a vector bundle), 23, 31
S(d) (:= normal sphere bundle for Fd (q-v.)), 38
semilinear, SEE: V-semilinear (^ piecewise linear!)
shSk(M,dM) (:= set of relative homotopy structures), 70
SingFix(X,X), 6
SingFix*(X, K) {:— orbit space of preceding object), 6
Sing(X), 19
Sing(XH),
19
stratification, abstract, associated to smooth group action, 14
, , sense of Browder and Quinn, 12-14
, , sense of Thorn and Mather, 14
strongly V-homotopically linear, 67
strongly F-homotopy linear, 67
strongly ^-semilinear, 67
supplement (denoted by ± symbolically), 13
S(V) (:= unit sphere in an inner product space V), 4
S(V)±Smg(S(V)), SEE: X^Sing(X)
©
G
(F), Qy (:= equivariant Kervaire-Milnor group), 68
treelike isotropy structure, 21
usual orbit category, 9 ALSO SEE: Orbc
y-homotopically linear, SEE: strongly F-homotopically linear
F-homotopy linear, SEE: strongly F-homotopy linear
F-semilinear, SEE: strongly ^-semilinear
weak covering homotopy property, 34
weakly normally straightened, 32
W{H) (=: quotient of the normalizer of H by H), 5
Whitehead theorems, isovarkint ( = Thm. 4.10 and Cors. 4.11-12), 34-37
Witt formula (for counting commutators), 63
Xa-XQa (formal supplement or "closed complement"), 13
XH±Sing(XH),
20
Previous Page Next Page