Newbetuts
.
New posts in algebraic-geometry
Quotient of a local ring at a point is a finite dimensional vector space
algebraic-geometry
commutative-algebra
Show that for an affine algebraic set $V$,$\operatorname{Shv}(V;\mathcal{C})\simeq\operatorname{Shv}(\operatorname{Spec}(\mathcal{O}_V);\mathcal{C})$ [duplicate]
algebraic-geometry
schemes
ringed-spaces
The unique closed orbit in GIT quotient fibers for polynomial actions of Gl
algebraic-geometry
representation-theory
group-actions
invariant-theory
geometric-invariant-theory
The local ring of the generic point of a prime divisor
algebraic-geometry
Convergence of zeta functions for schemes of finite type over the integers
algebraic-geometry
zeta-functions
17 definitions of algebraic K-theory of a ring. Which should I take?
number-theory
algebraic-geometry
homotopy-theory
algebraic-k-theory
Counter Example for Going Down Theorem
algebraic-geometry
commutative-algebra
Rational map of a curve to an elliptic curve
algebraic-geometry
elliptic-curves
Inverse Image as the left adjoint to pushforward
algebraic-geometry
sheaf-theory
Line Bundle on subvarieties
algebraic-geometry
elliptic-curves
projective-space
fiber-bundles
Why are constructible sets a disjoint unions of locally closed sets
algebraic-geometry
Primary decomposition of an ideal (exercise 7.8 in Reid, Undergraduate Commutative Algebra) [duplicate]
algebraic-geometry
commutative-algebra
ideals
The Disk and the Punctured Disk
abstract-algebra
general-topology
algebraic-geometry
Proof that all rational maps $\mathbb{P}^1\to\mathbb{P}^N$ are regular without using codimension?
algebraic-geometry
Is a morphism of reduced schemes over an algebraically closed field determined by its values on closed points?
algebraic-geometry
Hartshorne Problem I.3.20
algebraic-geometry
Local strictly henselian $\mathbb{Q}$-algebras (i.e. "points in étale topology")
algebraic-geometry
commutative-algebra
topos-theory
etale-cohomology
hensels-lemma
"Spreading out" a smooth, connected $\mathbb{C}$-scheme of finite type.
number-theory
algebraic-geometry
schemes
fiber-bundles
arithmetic-geometry
Kähler differentials of tensor product
abstract-algebra
algebraic-geometry
commutative-algebra
When does a system of polynomial equations have infinitely many solutions?
abstract-algebra
algebraic-geometry
polynomials
systems-of-equations
computer-algebra-systems
Prev
Next