Neukirch-Uchida theorem
Pisot-Vijayaraghavan number
root system
Schubert calculus
near-ring
field theory
Galois theory
algebraically
Harnack's curve theorem
Nullstellensatz
algebraic number theory
number theory
Bézout's theorem
Boolean algebra
linear algebra
moonshine
algebraic variety
Möbius function
category theory
numerical analysis
analysis
Hurwitz algebra
complex measure
infinitesimal analysis
ultramatricial
tropical geometry
Atiyah-Singer index theorem
analytic number theory
algebraic
Kodaira vanishing theorem
arithmetic geometry
split-complex number
Witt group
abstract analytic number theory
sporadic group
quasivariety
birational geometry
dual number
polynomic
affine geometry
Dickson's conjecture
multinomial
polynome
Cartan subalgebra
universal algebra
bidouble
Heegner number
algebraical
fourfold
algebraic combinatorics
separable polynomial
algebraic subvariety
stack
rational root theorem
real numbers
finite geometry
semigroupoid
threefold
transcendental number
gerbe
quadral
algebraizability
Gromov-Witten invariant
Hurwitz surface
conjugate
zroupoid
semifield
abstract algebra
Kruskal's tree theorem
algebrogeometric
anticyclotomic
adele
Tarski-Seidenberg theorem
algebraic topology
group object
combinatorial geometry
prealgebra
quasifield
dessin d'enfant
bicategory
multialgebra
numerical linear algebra
prodiscrete
geometry of numbers
semisimple
diophantine geometry
irreducible
complex analysis
bidegree
group theory
denumerization
imaginary
complex projective line
coquecigrue
analytic geometry
analytical geometry
coordinate geometry

English words for 'A theorem showing that all problems about algebraic number fields can be reduced to problems about their absolute Galois groups; one of the foundational results of anabelian geometry.'

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