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Moj LITERA Point
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1
Rank 3 Amalgams
Amer Mathematical Society
B. Stellmacher
,
Franz Georg Timmesfeld
assume
module
parabolic
isomorphic
subgroup
contradiction
implies
suppose
abelian
theorem
sl3
rank
elementary
contradicts
moreover
sp4
sl2
zai
timmesfeld
exists
groups
cases
amalgams
satisfy
stellmacher
bernd
franz
georg
yields
shows
subgroups
conclude
resp
modules
finite
normalizes
critical
imply
qaqp
5l3
argument
centralizes
extraspecial
irreducible
conjugate
notation
mathematics
shown
trivial
zazp
Godina:
1998
Jezik:
english
Fajl:
DJVU, 1.26 MB
Vaši tagovi:
0
/
0
english, 1998
2
Geometries and Groups: Proceedings of the Workshop Geometries and Groups, Finite and Algebraic, Noordwijkerhout, Holland, March 1986
Springer Netherlands
F. G. Timmesfeld (auth.)
,
M. Aschbacher
,
A. M. Cohen
,
W. M. Kantor (eds.)
groups
rank
module
finite
maximal
assume
geometry
theorem
geometries
subgroup
subgroups
transitive
chamber
suppose
contradiction
exists
implies
graph
incidence
diagram
element
subspace
buildings
flag
lemma
irreducible
polar
unique
isomorphic
contains
geometric
dimensional
cases
parabolic
vertices
define
spaces
orbits
shows
linear
incident
modules
notation
classical
automorphism
stabilizer
subspaces
corresponding
proposition
forms
Godina:
1987
Jezik:
english
Fajl:
PDF, 19.04 MB
Vaši tagovi:
0
/
0
english, 1987
1
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