Equivariant Gluing Theory on Regular Instanton Moduli Spaces

Shuaige Qiao

Frontiers of Mathematics ›› : 1 -10.

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Frontiers of Mathematics ›› : 1 -10. DOI: 10.1007/s11464-025-0007-2
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Equivariant Gluing Theory on Regular Instanton Moduli Spaces

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Abstract

We follow the idea of gluing theory in instanton moduli spaces and discuss the case when there is a finite group Γ acting on the 4-manifolds X1, X2 with x1, x2 as isolated fixed points, how to glue two Γ-invariant ASD connections over X1, X2 together to get a Γ-invariant ASD connection on the connected sum X1 # X2.

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Instanton moduli space / equivariant gluing theory

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Shuaige Qiao. Equivariant Gluing Theory on Regular Instanton Moduli Spaces. Frontiers of Mathematics 1-10 DOI:10.1007/s11464-025-0007-2

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