scheme
Zariski topology
commutative algebra
algebraic geometry
quasivariety
superellipse
abelian
universal algebra
direct system
representation theory
polymorphic
Abelian algebra
combinatorial commutative algebra
slice category
semiring
algebraic subvariety
cocommutative
algebraic statistics
tree
rig
commutatively
regular map
Frobenius
non-Euclidean geometry
commutative ring
algebra
Koszul duality
additive group
abstract algebra
scheme theory
inverse system
pseudorepresentation
multicommutator
diophantine geometry
de Moivre's formula
integral element
Harnack's curve theorem
field
five lemma
axiom system
stack
hypoplactic
Moufang loop
multicurve
k-algebra
ringoid
pseudotriangle
modern algebra
noncommutative geometry
affine
triangulation
Morita equivalence
Ramsey theory
costructure
bicategory
category theory
ring theory
cohomology
penultimate
functor
superconic
variosity
Nullstellensatz
multilinear form
supercommutative
amorphia
final topology
Legendre polynomial
number theory
catamorphism
homological algebra
enhancon
smooth manifold
symmetrian
algebraist
contour
Frey curve
conjectural
equitangential
birational geometry
Cayley-Dickson construction
affine transformation
distribution
radical
axiomatic system
quantale
rng
Schubert calculus
polynomial ring
theta function
coalgebra
ideal number
anabelian geometry
identity morphism
Boolean algebra
Jacobi polynomial
Euclidean geometry
structuralism
tesseral

English words for 'A mathematical structure that enlarges the notion of algebraic variety in several ways, such as taking account of multiplicities and allowing "varieties" defined over any commutative ring (e.g. Fermat curves over the integers).'

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