… Zonotope in 3D … Zonotope …

We consider the bounded cohomology of Drinfel’d’s p-adic upper half plane, with values in
a local system M. We show that it has a canonical splitting into the space of bounded one-…

This paper deals with necessary and sufficient conditions to guarantee the existence of a
transformation of a class of single output nonlinear uncertain dynamical systems into a …

… Among them the techniques were developed for estimating reachable sets by domains of
some fixed shape such as ellipsoids, parallelepipeds, zonotopes. In particular, boxvalued …

A randomized linear expected-time algorithm for computing the zonoid depth [R. Dyckerhoff,
G. Koshevoy, K. Mosler, Zonoid data depth: Theory and computation, in: A. Prat (Ed.), …

Theorem 3. Let Γ be a pure cell complex.(1) If Γ is a d-dimensional compact manifold, then
its 1-skeleton is graph-theoretically (d+ 1)-connected.(2) If Γ is a d-dimensional compact …

We present a novel method for fast retrieval of exact Minkowski sums of pairs of convex
polytopes in R 3 , where one of the polytopes frequently rotates. The algorithm is based on pre-…

This thesis presents a computational framework for representing, manipulating and merging
rigid and deformable freeform objects in virtual reality (VR) environment. The core …

… Fukuda and TM Liebling: Solving the fixed rank convex quadratic maximization in binary
variables by a parallel zonotope construction algorithm. European Journal of Operational …

We study the mixtures of factorizing probability distributions represented as visible marginal
distributions in stochastic layered networks. We take the perspective of kernel transitions of …