New posts in algebraic-geometry

Is there an atlas of Algebraic Groups and corresponding Coordinate rings?

reference-request algebraic-geometry algebraic-groups

Scheme of finite type over a field $K$ v.s. $K$-scheme

algebraic-geometry schemes

How many cubic curves are there?

algebraic-geometry plane-curves

What is the Albanese map good for?

algebraic-geometry abelian-varieties kahler-manifolds

Using the cocycle condition to glue sheaves

algebraic-geometry sheaf-theory

How does one calculate genus of an algebraic curve?

algebraic-geometry algebraic-curves

Hensel's Lemma and Implicit Function Theorem

abstract-algebra algebraic-geometry

Tensor hom adjointness in sheaf hom [duplicate]

algebraic-geometry commutative-algebra category-theory

When is the sheaf corresponding to a vector bundle on a smooth manifold coherent?

algebraic-geometry differential-geometry sheaf-theory complex-geometry

Learning path to the proof of the Weil Conjectures and étale topology

algebraic-geometry reference-request self-learning arithmetic-geometry

What is a good book to study classical projective geometry for the reader familiar with algebraic geometry?

algebraic-geometry reference-request soft-question self-learning projective-geometry

Proof that for an effective divisor $l(D)\leq \deg D +1$

algebraic-geometry divisors-algebraic-geometry

What is reductive group intuitively?

abstract-algebra algebraic-geometry lie-groups reductive-groups

Learning Complex Geometry - Textbook Recommendation Request

algebraic-geometry reference-request self-learning complex-geometry

Why is it "easier" to work with function fields than with algebraic number fields?

algebraic-geometry algebraic-number-theory arithmetic-geometry

Intuition for Blow-up.

algebraic-geometry blowup

Is there a way of working with the Zariski topology in terms of convergence/limits?

general-topology algebraic-geometry convergence-divergence

Meaning of closed points of a scheme

intuition algebraic-geometry

Quasi-coherent sheaves, schemes, and the Gabriel-Rosenberg theorem

algebraic-geometry schemes sheaf-theory quasicoherent-sheaves

If the linear system $|2P_0|$ had base points, an elliptic curve would be rational?

algebraic-geometry elliptic-curves algebraic-curves