摘要
We develop the point of view that Schubert classes of the affine Grassmannian of a simple algebraic group G can be identified with Schur-positive symmetric functions. In particular, we give a geometric proof of the Schur positivity of k-Schur functions at t=1, together with branching positivity results for the type C k-Schur functions. Our work is placed in the context of combinatorial Hopf algebras.
- 出版日期2011-4