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- W2950374192 abstract "Given two Schubert classes $sigma_{lambda}$ and $sigma_{mu}$ in the quantum cohomology of a Grassmannian, we construct a partition $nu$, depending on $lambda$ and $mu$, such that $sigma_{nu}$ appears with coefficient 1 in the lowest (or highest) degree part of the quantum product $sigma_{lambda}starsigma_{mu}$. To do this, we show that for any two partitions $lambda$ and $mu$, contained in a $k$-by-$(n-k)$ rectangle and such that the 180-degree rotation of one does not overlap the other, there is a third partition $nu$, also contained in the rectangle, such that the Littlewood-Richardson number $c_{lambdamu}^{nu}$ is 1." @default.
- W2950374192 created "2019-06-27" @default.
- W2950374192 creator A5061560065 @default.
- W2950374192 date "2006-08-22" @default.
- W2950374192 modified "2023-09-27" @default.
- W2950374192 title "A note on quantum products of Schubert classes in a Grassmannian" @default.
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