… par des zonotopes dans le cas de zonoi’des assaciks 8 une fonction: nous avons … de
zonotopes qui convergent vers un zonoyde donne; nous avons pu kvaluer pour chaque zonotope …

… 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 …

This paper studies the identification problem for piecewise affine system, which is a special
nonlinear system. As the difficulty in identifying piecewise affine system is to determine each …

… 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 …

… In this paper, we show that this set is a particular case of what is called a zonotope, and
that we can use known results about zonotopes to make the corresponding computational …

This paper proposes a methodology for guaranteed state estimation of linear discrete-time
systems in the presence of bounded disturbances and noises. This aims at computing an …

… 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 …

… We describe a zonotope by its corresponding linear projection A : Rn ÑR … For most of the
matrices A arising from a zonotope Z we shall consider, the vector configuration of the dual …

… we want to maximize a normal to a facet over a zonotope: … Each facet of a zonotope is
constructed totally separately from the … , the number of zonotope facets is growing very rapidly… …

… Then, by utilizing the properties of zonotopes, the desired zonotopes are derived, which …
these zonotopes, and the uniform boundedness is analyzed for the $F$ -radius of the zonotope …