Singular instantons and parabolic bundles over complex surfaces

Singular instantons and parabolic bundles over complex surfaces

<p>Let (X,Σ) be a pair consisting of a Riemannian 4-manifold and an embedded surface and G a compact connected Lie group. A singular G-instanton on X\Σ is one not extending to X and the singularity is encoded in a conjugacy class in G, the holonomy along Σ.</p> <p>When X = C<sup...

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Bibliografiske detaljer
Hovedforfatter:	Munari, A
Format:	Thesis
Sprog:	English
Udgivet:	1993
Fag:	Moduli theory Geometry, Algebraic

Lignende værker

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On an Isomorphism of Compactifications of Moduli Scheme of Vector Bundles
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Vector bundles on complex projective spaces /
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Root bundles and towards exact matter spectra of F-theory MSSMs
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Recurrence relation for instanton partition function in SU(N) gauge theory
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Explicit construction of Hermitian Yang-Mills instantons on coset manifolds
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Taub-NUT instanton as the self-dual analog of Kerr
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Non-reductive geometric invariant theory and its applications to Higgs bundles
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Advances in moduli theory /
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Moduli, deformations and classifications of compact complex manifolds /
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Stable rationality of higher dimensional conic bundles
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Chern classes of automorphic vector bundles, II
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Coulomb branches with complex singularities
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Computing in algebraic geometry : a quick start using SINGULAR /
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The norm of a canonical isomorphism of determinant line bundles
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Blow-ups in non-reductive GIT and moduli spaces of unstable vector bundles over curves
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Abundance for slc surfaces over arbitrary fields
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Beyond large complex structure: quantized periods and boundary data for one-modulus singularities
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Hilbert-Mumford stability on algebraic stacks and applications to $\mathcal{G}$-bundles on curves
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