• Hall triple system: a Steiner triple system S (2, 3, 3n) on E,| E|= 3n, such that, for any point a∈
E, there exists an involution for which a is a unique fixed point.• Finite exponent 3 …

The $n$-dimensional pair of pants is defined to be the complement of $n + 2$ generic
hyperplanes in $\mathbb{CP}n$. We construct an immersed Lagrangian sphere in the pair of …

In this paper we show how to compute the reachable space for uncertain nonlinear continuous
dynamical systems by using guaranteed set integration. We introduce two ways to do so. …

… wrapping effect using zonotopes5. Puig et al. [92] adopted the zonotope representation to …
, but also represented the set of plausible states with zonotopes. Keiffer et al. [94] used interval …

This paper introduces a tomographic approach for reconstruction of diffusion propagators, P(r),
in a box spline framework. Box splines are chosen as basis functions for high-order …

… To be specific, I think that π−2 multiplied by the area of the coamoeba’s zonotope and the
multiplicities in each region of the coamoeba are somehow related. This is something which I …

In this paper, we establish an extended Loomis–Whitney inequality for positive double John
bases, which generalises Ball's result [1]. Moreover, a different extension of the Loomis–…

In this paper, we establish the Brascamp-Lieb inequality for positive double John basis and
its reverse. As their applications, we estimate the upper and lower bounds for the volume …

We show that the Alexander and Thurston norms are the same for all irreducible Eisenbud-Neumann
graph links in homology 3-spheres. These are the links obtained by splicing Seifert …

It is indeniable that convex polyhedral geometry is an important tool of modern mathematics.
For example, it is well-known that understanding the facets of the TSP polytope has played …