Newbetuts
.
New posts in algebraic-geometry
Introduction to the trace formula for people outside number theory
reference-request
algebraic-geometry
representation-theory
algebraic-number-theory
complex-geometry
Two-variable polynomials over $\mathbb{Q}$ with finitely many roots in $\mathbb{R}^2$
algebraic-geometry
polynomials
roots
real-algebraic-geometry
Unique line in $\mathbb{P}^3$ through a point $p$ and intersecting two disjoint lines
algebraic-geometry
projective-space
Question about tangent conics
geometry
algebraic-geometry
analytic-geometry
conic-sections
projective-geometry
Are the determinantal ideals prime?
algebraic-geometry
commutative-algebra
ideals
Push forward of the structure sheaf along covering
algebraic-geometry
reference-request
Is a product of two Noetherian schemes over Spec $\mathbb Z$ a Noetherian scheme?
algebraic-geometry
commutative-algebra
tensor-products
Fibres in algebraic geometry: multiplicity
algebraic-geometry
riemann-surfaces
schemes
complex-geometry
To show a morphism of affine k-varieties which is surjective on closed points is surjective
algebraic-geometry
Gaining insight into the Inverse Image Sheaf
algebraic-geometry
category-theory
sheaf-theory
Difference between a stalk of a sheaf and a fiber of a vector bundle
algebraic-geometry
Restricting a Weil divisor to a local scheme
algebraic-geometry
schemes
What is the relationship between classical algebraic geometry, modern algebraic geometry, and actual curves?
algebraic-geometry
sheaf-theory
Why do we need noetherianness (or something like it) for Serre's criterion for affineness?
algebraic-geometry
schemes
Cremona transformations are birational maps
algebraic-geometry
projective-geometry
Definition of Cartier divisors
algebraic-geometry
sheaf-theory
Is the construction of Zariski topology from polynomial rings functorial?
algebraic-geometry
polynomials
commutative-algebra
category-theory
zariski-topology
Categorical definition of Spectrum of a ring as a colimit?
algebraic-geometry
category-theory
Geometric reason why elliptic curve group law is associative
geometry
algebraic-geometry
elliptic-curves
Weil and Cartier divisors on a curve
algebraic-geometry
algebraic-curves
Prev
Next