Another Type of Instanton Bundles on $Gr_2(\mathbf{C}^{n+2})$
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This article is published in Tokyo Journal of Mathematics.The article was published on 1998-12-01 and is currently open access. It has received 1 citations till now. The article focuses on the topics: Instanton.read more
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Singular sets of ideal instantons and Poincare duality
TL;DR: A point in the boundary of a moduli space of quaternion ASD connections can be regarded as a singular ASD connection with a particular singular set as discussed by the authors, and it is proved that Poincaré dual of the singular set is the Chern class of the vector bundle.
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Singular sets of ideal instantons and Poincare duality
TL;DR: A point in the boundary of a moduli space of quaternion ASD connections can be regarded as a singular ASD connection with a particular singular set as discussed by the authors, and it is proved that Poincaré dual of the singular set is the Chern class of the vector bundle.