A Nori-semistable vector bundle is a concept that arises in the context of algebraic geometry, particularly in the study of vector bundles over algebraic varieties. It is named after Mukai and Nori, who have contributed to the theory of stability of vector bundles. In the framework of vector bundles, the stability of a bundle can be understood in relation to how it behaves with respect to a given geometric context, particularly with respect to a projective curve or a variety.
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