New posts in kahler-manifolds

Why do we always need the Schwarz lemma when bounding the trace of a Kähler metric?

differential-geometry algebraic-geometry riemannian-geometry complex-geometry kahler-manifolds

Explicit computation of the Hodge codifferential

complex-analysis differential-geometry riemann-surfaces kahler-manifolds hodge-theory

Computing the Fubini-Study metric in affine chart

differential-geometry riemannian-geometry complex-geometry projective-space kahler-manifolds

What is a Kählerian variety?

algebraic-geometry soft-question kahler-manifolds

Exercise $3.1.7$ from Huybrechts' Complex Geometry: An Introduction

complex-geometry kahler-manifolds

Equivalence between Kähler condition and $\partial_kg_{i\bar j} = \partial_ ig_{k\bar j}$

differential-geometry kahler-manifolds

The Chern class of a Kähler manifold

algebraic-geometry complex-geometry kahler-manifolds

Relation between $\eta\wedge \bar{\eta}\wedge \omega^{n-1}$ and $||\eta||^2\omega^n$

differential-geometry complex-geometry differential-forms kahler-manifolds

Complex and Kähler-manifolds

reference-request differential-geometry kahler-manifolds string-theory complex-manifolds

Torsion Chern class?

algebraic-geometry complex-geometry kahler-manifolds

Why is Griffiths Transversality part of the definition of a variation of Hodge structures?

complex-geometry kahler-manifolds hodge-theory

Is there an algebraic reason why a torus can't contain a projective space?

algebraic-geometry complex-geometry kahler-manifolds

What is the Albanese map good for?

algebraic-geometry abelian-varieties kahler-manifolds

Why is the hard Lefschetz theorem "hard"?

algebraic-geometry math-history complex-geometry kahler-manifolds

What exactly is a Kähler Manifold?

differential-geometry differential-topology complex-geometry kahler-manifolds