… An improved intersection algorithm of zonotope and strip is … of zonotopes is first constructed
to contain the intersection of a zonotope and a strip and then the minimal volume zonotope in …

The present paper considers a synthesis approach of dynamic output feedback robust model
predictive control (OFRM-PC) for the general linear parameter varying (LPV) system with …

… The generator representation for zonotopes the only representation for zonotopes that is …
Thus, we discuss zonotopes and operations on zonotopes in depth in the next section. …

… In this chapter, we generalize parallelepipeds to projections of cubes—zonotopes, a very
important family of polytopes. We give several theorems about zonotopes, with the goal of …

… zonotope characterized by the fact that all its facets are parallel two-by-two.This m-zonotope …
We deduce the following expression of the volume of our zonotope ZðJÞ that we will denote …

… zonotopes. We also present a new algorithm based on semi-definite programming to project
a quadratic zonotope… In the current paper, we call them Quadratic Zonotopes to preserve the …

… zonotopes determined by a regular matroid, we reprove the theorem by showing that the
volumes of these zonotopes … -known connection between the zonotope and Lawrence polytope …

… zonotope, and the natural structure dual to an affine arrangement is a zonotopal tiling. Hence,
we define a construction which takes a zonotope … a zonotope, and all other zonotopes will …

Planar and spatial symmetry groups are the base of several works in different branches of
art. Our symmetric models of the hypercube and the symmetrically arranged periodical …

… In this paper, we deal with the asymmetric Orlicz zonotopes by using the method of
shadow system. We establish the volume product inequality and volume ratio inequality for …