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Parametrizations of Rational Curves in Projective Space

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This mini-symposium will focus on the commutative algebra, algebraic geometry and geometric modeling of parametrized rational curves in projective space. A range of topics will be covered, including mu-bases, singularities, stratifications, rational normal scrolls and ancestor ideals. This mini-symposium will focus on the commutative algebra, algebraic geometry and geometric modeling of parametrized rational curves in projective space. A range of topics will be covered, including mu-bases, singularities, stratifications, rational normal scrolls and ancestor ideals.
 +
 +* David A. Cox (Amherst College)
 +* Ron Goldman (Rice University)
 +* Xiaohong Jia (Chinese Academy of Sciences)
 +* Jeff Madsen (University of Notre Dame)

Current revision

This mini-symposium will focus on the commutative algebra, algebraic geometry and geometric modeling of parametrized rational curves in projective space. A range of topics will be covered, including mu-bases, singularities, stratifications, rational normal scrolls and ancestor ideals.

  • David A. Cox (Amherst College)
  • Ron Goldman (Rice University)
  • Xiaohong Jia (Chinese Academy of Sciences)
  • Jeff Madsen (University of Notre Dame)
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