Local moduli of holomorphic bundles

Abstract

We study moduli of holomorphic vector bundles on non-compact varieties. We discuss filtrability and algebraicity of bundles and calculate dimensions of local moduli. As particularly interesting examples, we describe numerical invariants of bundles on some local Calabi-Yau threefolds.

18 pages. Revision history: v1: As submitted for publication. v2: minor corrections, as published

References in corpus (1)

• Vector bundles near negative curves: moduli and local Euler characteristic

Cited by in corpus (6)

• Quantizations of local surfaces and rebel instantons
• Classical deformations of noncompact surfaces and their moduli of instantons
• Isomorphisms of Moduli Spaces
• Infinite dimensional families of Calabi-Yau threefolds and moduli of vector bundles
• Computations of instanton invariants
• Some contributions of Edoardo Ballico to Moduli spaces and their applications