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4. The Schubert Calculus

The classical Schubert calculus of enumerative geometry is concerned with questions of enumerating linear subspaces of a vector space or projective space that satisfy incidence conditions imposed by other linear subspaces.

3. Enumerative Real Algebraic Geometry

4.i. The Schubert Calculus of Lines
4.ii The Special Schubert Calculus
4.iii Further Extensions of the Schubert Calculus
5. The Conjecture of Shapiro and Shapiro

next up previous
Next: 4.i. The Schubert Calculus of Lines
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Previous: 3.v. Common tangent lines to Spheres in Rn