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1
History Of Valuation Theory Mcgraw Hill
Desconocido
valuation
hasse
ostrowski
algebraic
valuations
theorem
schmidt
hensel’s
hensel
lemma
residue
archimedean
kürschák
valued
characteristic
degree
finite
discrete
arbitrary
quadratic
ostrowski’s
lane
witt
function
primes
extensions
global
krull
über
journ
artin
galois
reine
rychlı́k
henselian
teichmüller
defined
terminology
kürschák’s
ramification
hasse’s
mathematical
method
proved
element
groups
principle
hilbert
published
infinite
语言:
spanish
文件:
PDF, 735 KB
您的标签:
0
/
0
spanish
2
History of Valuation Theory
McGraw Hill
Peter Roquette (Heidelberg)
valuation
hasse
ostrowski
algebraic
valuations
theorem
schmidt
hensel’s
hensel
lemma
residue
archimedean
kürschák
valued
characteristic
degree
finite
discrete
arbitrary
quadratic
ostrowski’s
lane
witt
function
primes
extensions
global
krull
über
journ
artin
galois
reine
rychlı́k
henselian
teichmüller
defined
terminology
kürschák’s
ramification
hasse’s
mathematical
method
proved
element
groups
principle
hilbert
published
infinite
语言:
english
文件:
PDF, 751 KB
您的标签:
0
/
0
english
3
A resultant formula for several polynomials. Variants of Hensel’s Lemma
Juliane Deißler
vπ
g̃
t00
lemma
step
t000
polynomials
suppose
πs
h̃
precision
factors
polynomial
monic
surplus
initial
t001
consider
π2
valuation
factorisation
γ̃
deviation
remark
bounded
current
recall
yields
hensel
degree
modulo
resultant
denote
w̃
discrete
exists
2t00
convergent
apply
maximal
π2d
πd
admissible
ideal
assertion
coefficients
congruent
limit
element
hensel’s
年:
2013
语言:
english
文件:
PDF, 769 KB
您的标签:
0
/
0
english, 2013
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