… i > , i = 1 , … , n , be respectively a zonotope and a set of zonotopes, and let R be a matrix
of … of a zonotope is given by R X = < R c , R H > ; the Minkowski sum of several zonotopes is …

… the accuracy advantage of zonotope, this paper proposes a zonotopic particle filtering based
state estimation (ZPFSE) to limits the diffusion range of each particle with zonotope, which …

… , this paper uses a zonotope as the parameter feasible set. A … through the vertices of the
zonotope and the conservativeness … (SVD) of zonotope reduces the computational complexity. …

… step, a novel expansive zonotope is obtained by affine transformation of the zonotope calculated.
… , so as to prevent the shape of zonotope from becoming more comple, and the reduced …

… the standard subset when the zonotopes are considered as … zonotopes is the smallest
zonotope containing both, and the greatest lower bound of two zonotopes is the largest zonotope …

… In Section III, we make a brief introduction of Zonotopes and analyze the capacity lower
bound in VLC-MIMO Zonotopes model. Section IV analyzes the capacity gap between uniform …

… combinatoric object known as a zonotope with its vertex set … Later we discuss methods of
zonotope vertex selection and … search heuristic over zonotope vertices and demonstrate that …

… combing the structure of Kalman observer and zonotope theory. In addition, we propose
a gain optimality method by minimizing the Frobenius norm of zonotopes. Finally, A truck-trailer …

… polytopes are zonotopes, then P itself must be a zonotope. … A characteristic property of a
zonotope Z is the fact that its … If each is a zonotope, when we lift the normal fans \(\mathcal {…

… On account of feasible application of zonotopes, the ZSM … strip of each output and the
predicted zonotope [5]. Hence, the … to the provided flexibility of zonotopes, a ZEKF approach is …