A study is made of solutions of the Yang-Mills equations over a quaternionic Kahler manifold. The corresponding notion of self-duality is interpreted in terms of holomorphic geometry on a twistor space. Self-dual connections are constructed on various vector bundles over quaternionic projective spaces.
Yang-Mills fields on quaternionic spaces
MAMONE CAPRIA, Marco;
1988
Abstract
A study is made of solutions of the Yang-Mills equations over a quaternionic Kahler manifold. The corresponding notion of self-duality is interpreted in terms of holomorphic geometry on a twistor space. Self-dual connections are constructed on various vector bundles over quaternionic projective spaces.File in questo prodotto:
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