We address the weighted max-cut problem, or equivalently the problem of maximizing a
quadratic form in n binary variables. If the underlying (symmetric) matrix is positive semidefinite …

… present in this paper is based on polynomial zonotopes, a non-convex set … zonotopes from
[17]. Taylor Models are a type of set representation closely related to polynomial zonotopes […

… We present a new method which constructs high order zonotope (special polytopes) … the
order of the zonotopes. The method induces in the space of zonotopes a dynamical system of …

… for enclosing a given zonotope within another of lower … in recursive computations with
zonotopes and are widely used … , and investigate the effects of zonotope dimension, initial order, …

… non-degenerate zonotopes to solve the … zonotope containment problem exactly in polynomial
time when fixing the dimension or the number of generators of either of the two zonotopes. …

… This object is known as a zonotope. … In particular, we propose a more efficient modification
of the reverse search algorithm [2] for generating all extreme points of a given zonotope in Êd, …

In this paper, the problem of identification for passive robust fault detection, when a
bounded description of the modelling uncertainty is considered, is addressed. Two set‐membership …

This paper investigates the attack isolation (AI) and attack location (AL) problems for a cyber-physical
system (CPS) based on the combination of the H-infinity observer and the …

… Linear programming problems can be formulated in terms of a zonotope, a kind of greedy …
for linear programming that is based on the zonotope formulation and the minimum-norm-point …

… special class of polytopes, the zonotopes, and show for these that there is no reduction
whatsoever; that is, we show that the flag f-vectors of zonotopes satisfy only the affine relations …