 About 8,230 results  books.google.com 0.3.8 The Jordan Curve Theorem 7/c is a Jordan curve in R2, then R2  c has
exactly two components. Since we know from 0.3.5 that R2  c has at least two
components, one of which is unbounded, it will suffice to show that there is only
one ... 

 books.google.com 
 books.google.com An analogue of Jordan's theorem One of the oldest results in group theory is the
following theorem. Theorem 1.1 (Jordan). There exists an integer valued function
J(n) defined on the set ofpositive integers with the following property. If the finite ... 

 books.google.com Frobenius complement, properties, I86ff, 193 Frobenius group, 181 Frobenius
kernel, 179 Frobenius kernel, nilpotence of, ... 125 Janko group, 164 join of
subgroups, 42 join of subnormal subgroups, 47ff Jordan set, 243 Jordan theorem
, 2.llff ... 

 books.google.com 
 books.google.com ... 199 Gisomorphism 9 Gmorphism 9 gallery 209 Gaschiitz' Theorem 3 1
general linear group 9 general unitary group 89 ... inner automorphism group 1 1
integer ppart 19 ttpart 71 involution 5 isometry 78 isomorphism 7 Jordan's
Theorem ... 

 books.google.com but did not give the reference.16 Jordan also showed that G168 was the only
group which had been omitted of order ... This result, for general 11, is of
independent interest in the study of groups, and is known as Jordan's finiteness
theorem. 

 books.google.com Anyone who has studied "abstract algebra" and linear algebra as an undergraduate can understand this book. 

 books.google.com ... finitely presented group, 206 first isomorphism theorem, 62 fixed points, 109
formal language theory, 213 free group, ... isomorphism theorem, 65  third
isomorphism theorem, 66, 68 isotropy group, 106 JordanHolder theorem, 166
kernel, ... 

 books.google.com The reader is assumed to be familiar with the basic concepts and results on finite
groups like Sylow's Theorems and the Theorem of JordanH ̈older. The
standard textbooks on group theory by B. Huppert [77] and M. Suzuki [135] treat
these ... 

 