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The Work of M. S. Narasimhan

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Multiple Choice

In algebraic geometry, what is the significance of the Narasimhan-Seshadri theorem?

  1. It provides a criterion for the ampleness of a line bundle on a projective variety.
  2. It establishes a relationship between the cohomology groups of a projective variety and its subvarieties.
  3. It characterizes the stable vector bundles on a projective variety.
  4. It gives a necessary and sufficient condition for a projective variety to be unirational.
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