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1
Formally p-adic Fields
Springer
A. Prestel
,
P. Roquette
valuation
theorem
valued
lemma
rank
element
henselian
adically
residue
finite
degree
ideal
algebraic
formally
kochen
relative
function
closure
conclude
embedding
denote
polynomial
assume
consider
contains
rational
l:k
admits
maximal
vl:vk
generated
zero
contained
exists
modulo
isomorphism
implies
q.e.d
finitely
valuations
isomorphic
defined
positive
suppose
elementary
subgroup
corollary
infinite
klk
ramification
Year:
1984
Language:
english
File:
DJVU, 580 KB
Your tags:
0
/
0
english, 1984
2
Formally p-adic Fields
Springer-Verlag Berlin Heidelberg
Alexander Prestel
,
Peter Roquette (auth.)
valuation
theorem
valued
lemma
rank
element
henselian
residue
adically
finite
ideal
degree
algebraic
kochen
relative
function
closure
formally
lik
conclude
denote
embedding
assume
contains
polynomial
consider
rational
admits
l:k
maximal
vl:vk
generated
q.e.d
zero
klk
modulo
exists
implies
finitely
isomorphism
valuations
contained
isomorphic
defined
positive
suppose
elementary
corollary
ramification
subgroup
Year:
1984
Language:
english
File:
DJVU, 789 KB
Your tags:
0
/
0
english, 1984
3
Formally p-adic Fields
Springer-Verlag Berlin Heidelberg
Alexander Prestel
,
Peter Roquette (auth.)
valuation
theorem
lemma
element
valued
residue
ideal
rank
finite
algebraic
closure
degree
kochen
function
conclude
assume
henselian
denote
embedding
lik
polynomial
contains
relative
formally
l:k
consider
admits
rational
adically
exists
implies
q.e.d
zero
modulo
generated
maximal
contained
vl:vk
suppose
finitely
klk
positive
subgroup
isomorphic
centered
valuations
coarse
isomorphism
convex
corollary
Year:
1984
Language:
english
File:
PDF, 1.25 MB
Your tags:
0
/
0
english, 1984
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