… The behavior of the zonotope could be appreciated in Fig.7. At the beginning the region defined
by the zonotope grows until the reliable … In those moments the zonotope size is reduced. …

… Instead of finding the factor range β that satisfies the constraints of the constrained matrix
zonotope and constrained zonotope, we scale down the generators that result from the …

… A zonotope is a polytope which can be generated by taking the … for a zonotope contains n
line segments then the zonotope is said to have n zones. A cubical zonotope is a zonotope all …

… wheel arrays are static zonotopes defined by the array’s … , we use the mathematical
characteristics of zonotopes to derive a … II and the characteristics of zonotopes in Sec. III. At the end …

… In this paper, the zonotope-based uncertainty analysis method is used to analyze and calculate
the operation boundary of the multi-energy complementary systems, and the influence of …

… a zonotope we should consider the implicit (and efficient) representation in order to exploit
the special structure of the zonotopes … constraint set is not zonotope but can be approximated …

… the concepts of zonotopes in the context of … zonotope and we identify pyramids that are
more specific than the symmetric geometries of [9]. The novelty of this work is the use of zonotope …

… set expressed as constrained zonotopes. Constrained zonotopes are closed under forward
… set, our method interprets the model abstractly with the constrained zonotopes (see Fig. 1). …

… Then a two-step method to design the functional observers by zonotope is presented. For
the first step, an H∞ functional observer is presented and as the second step, the zonotope …

… , and the number of lattice points in a half-open zonotope. In particular, both models yield new
… convolution-like formula for the Ehrhart polynomials of lattice zonotopes will also be given. …