A bstract We determine the higher codimension fibers of elliptically fibered Calabi-Yau
fourfolds with section by studying the three-dimensional\(\mathcal {N}\)= 2 supersymmetric …

We say that a group acts infinitely transitively on a set if for every the induced diagonal
action of is transitive on the cartesian th power with the diagonals removed. We describe …

It is shown that black-box derandomization of polynomial identity testing (PIT) is essentially
equivalent to derandomization of Noether's Normalization Lemma for explicit algebraic …

The irreducible representations of symmetric groups can be realized as certain graded
pieces of invariant rings, equivalently as global sections of line bundles on partial flag …

We study a basic algorithmic problem in algebraic geometry, which we call NNL, of
constructing a normalizing map as per Noether's Normalization Lemma. For general explicit …

This book provides an introduction to flag varieties and their Schubert subvarieties. The
book portrays flag varieties as an interplay of algebraic geometry, algebraic groups …

We introduce the notion of a Seshadri stratification on an embedded projective variety. Such
a structure enables us to construct a Newton-Okounkov simplicial complex and a flat …

arXiv:1403.2889v4 [math.RT] 16 Jul 2014 Page 1 arXiv:1403.2889v4 [math.RT] 16 Jul 2014
DEGENERATE FLAG VARIETIES OF TYPE A AND C ARE SCHUBERT VARIETIES GIOVANNI …

We introduce a novel class of features for multidimensional time series that are invariant with
respect to transformations of the ambient space. The general linear group, the group of …

We study a natural generalization of the noncrossing relation between pairs of elements in.
Moreover, our approach allows us to show that the adjacency graph of the noncrossing …