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1
Introduction to the Theory of Finite Groups
Oliver and Boyd
Walter Ledermann Ph.D. D.Sc.
groups
element
theorem
subgroup
finite
introduction
complexes
permutations
product
invariant
subgroups
sylow
abelian
prove
equal
permutation
complex
cyclic
equation
multiplication
conjugate
cycles
clement
suppose
composition
whence
a2b
degree
itself
a3b
distinct
contains
relative
consider
denoted
elementary
associative
belong
conversely
lemma
clements
commute
commutes
evidently
gronp
isomorphic
oup
quotient
row
winch
Year:
1949
Language:
english
File:
PDF, 4.18 MB
Your tags:
0
/
0
english, 1949
2
近代有机化学精要 下
正中书局
包雷(WILLIAM A. BONNER),卡斯楚(ALBERT J.CASTRO)原著;王德琼译述
alcohol
alcohols
b.p
brr
errr
rrr
ether
chch
chloride
phenyl
methyl
rch
bie
ethers
halides
hbr
prr
glycol
grignard
hoh
organic
bes
choh
educ
ence
glucose
oxonium
phenol
rrs
salt
tertiary
alkyl
arr
bromide
bur
cere
ester
ethyl
ethylene
hcoh
mgx
reactions
sulfate
eect
frr
hci
hydrogen
ketone
omgx
raney
Year:
1975
Language:
chinese
File:
PDF, 20.96 MB
Your tags:
0
/
0
chinese, 1975
3
Algebraic Groups and Class Fields (Graduate Texts in Mathematics, 117)
Springer
Serre
,
Jean-Pierre
defined
map
algebraic
chap
suppose
differential
equal
formula
groups
product
proposition
shows
thie
abelian
chat
ean
sheaf
theorem
whence
exists
forms
rational
denotes
dimension
gronp
prove
rach
thal
uke
commutative
curves
element
fis
isogeny
lemma
linear
modulus
separable
showing
ther
trivial
applying
canonical
check
conductor
corresponding
covering
degree
denote
divisor
Year:
1987
Language:
english
File:
FB2 , 2.79 MB
Your tags:
0
/
0
english, 1987
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