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Stein manifolds coming from neighbourhood of critical fibers in elliptic fibrations

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#complex-analysis #algebraic-geometry #complex-geometry #k3-surfaces
73
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K3 surfaces: equivalent definitions

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#algebraic-geometry #complex-geometry #surfaces #sheaf-cohomology #k3-surfaces
45
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The complexification of Hodge class is properly contained in the space of type $V^{k,k}$

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#algebraic-geometry #complex-geometry #hodge-theory #k3-surfaces
61
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Properties of the Lazarsfeld-Mukai vector bundle - Dualizing an exact sequence of vector bundles

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#algebraic-geometry #vector-bundles #coherent-sheaves #k3-surfaces
42
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Isomorphism between Tangent Sheaf and Cotangent Sheaf

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#complex-geometry #sheaf-theory #tangent-bundle #k3-surfaces
59
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$R^2f_*\mathbb{Z}$ is isomorphic to the constant sheaf $H^2(X_0,\mathbb{Z})$

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#algebraic-geometry #sheaf-theory #vector-bundles #sheaf-cohomology #k3-surfaces
54
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What is a monodromy representation?

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#algebraic-geometry #complex-geometry #k3-surfaces #monodromy
2.1k
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References to understand $K3$ surface as a double cover of $\mathbb{P}^2$ ramified along a sextic

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#algebraic-geometry #complex-geometry #complex-manifolds #ramification #k3-surfaces
213
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$h^{0, 1}$ of K3 surface (a priori non-Kahler)

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#complex-geometry #spectral-sequences #hodge-theory #k3-surfaces
68
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Kloosterman Sums and K3 Surfaces

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#number-theory #finite-fields #characters #k3-surfaces
500
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elliptic k3 surface and Shioda Inose structure

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#number-theory #algebraic-geometry #elliptic-curves #arithmetic-geometry #k3-surfaces
281
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Varieties with the property that the cotangent bundle restricted to a complete nonsingular curve is free

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#algebraic-geometry #complex-geometry #algebraic-curves #arithmetic-geometry #k3-surfaces
70
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Intersection between cycles and dominant maps

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#algebraic-geometry #algebraic-topology #intersection-theory #k3-surfaces #algebraic-cycles
150
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How to compute the chi-y genus for a non-Kahler manifold?

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#homology-cohomology #complex-geometry #k3-surfaces
1k
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K3 surfaces as complete intersections

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#algebraic-geometry #k3-surfaces

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