1 citations · 1 across the 6 of their papers we have counts for
7 papers
On the quantum parameter in the quantum cohomology of a family of odd symplectic partial flag varieties
Connor Bean, Caleb Shank, Ryan M. Shifler
We will consider a particular family of odd symplectic partial flag varieties denoted by $\mbox{IF}$. In the quantum cohomology ring $\mbox{QH}^*(\mbox{IF})$, we will show that $q_…
Curve neighborhoods and combinatorial property for a family of odd symplectic partial flag manifolds
Connor Bean, Bradley Cruikshank, Ryan M. Shifler
Let be an odd dimensional complex vector space and $\mbox{IF}:=\mbox{IF}(1,2;E)$ be the family of odd symplectic partial flag manifold. In this paper we give a full description…
On the spectral properties of the quantum cohomology of odd quadrics
Ryan M. Shifler, Stephanie Warman
Let $H^\bullet(\mbox{OG})$ be the quantum cohomology (specialized at ) of the dimensional quadric $\mbox{OG}$. We will calculate the characteristic polynomial of the li…
Conjecture holds for some Horospherical Varieties of Picard Rank 1
Lela Bones, Garrett Fowler, Lisa Schneider +1
Property for an arbitrary complex, Fano manifold , is a statement about the eigenvalues of the linear operator obtained from the quantum multiplication of the anti…
Curve neighborhoods of Schubert Varieties in the odd symplectic Grassmannian
Clelia Pech, Ryan M. Shifler
Let $\mbox{IG}(k,2n+1)$ be the odd symplectic Grassmannian. It is a quasi-ho\-mo\-ge\-neous space with homogeneous-like behavior. A very limited description of curve neighborhoods…
Galkin's lower bound conjecture holds for the Grassmannian
La'Tier Evans, Lisa Schneider, Ryan M. Shifler +2
Let Gr be the Grassmannian. The quantum multiplication by the first Chern class induces an endomorphism of the finite-dimensional vector spac…