A Compactification of the Space of Parametrized Rational Curves in Grassmannians

Mathematics – Algebraic Geometry

Scientific paper

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36 pages

Scientific paper

We construct an explicit compactification for the space of parametrized
rational curves in a Grassmanian by a nonsingular projective variety such that
the boundary is a divisor with simple normal crossings. This compactification
is obtained by blowing up a Quot scheme successively along appropriate
subschemes.

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