In this paper, a survey of approaches to interval simulation of uncertain systems is presented.
The kind of uncertain systems considered are those described by a model with parameters …

… The following result on the zonotope is also useful in the preceding parts. In fact, a zonotope
is a … A body in Kn being the limit (with respect to the Hausdorff metric) of zonotope is called a …

… relationships between associated zonotopes, which the reviewer then further extended to
show that a zonotope tiles space by translation if and only if the associated zonotope does too. …

Given a data set in the multivariate Euclidean space, we study regions of central points built
by averaging all their subsets with a fixed number of elements. The averaging of these sets …

… through successive integrations of the state equation, the idea is to over-approximate a
zonotope by a zonotope of lower order. Consequently, the SVO algorithm is structured as follows: …

… Let Z be a lattice zonotope. Then … Let Z be a lattice zonotope. Then …

… relationships between associated zonotopes, which the reviewer then further extended to
show that a zonotope tiles space by translation if and only if the associated zonotope does too. …

… A zonotope is obtained by Minkowski addition of a certain number of segments. A
spherozonotope is obtained by Minkowski addition of a zonotope and a sphere. By expressing the …

… Zhang propose using zonotopes as bounding volumes in [19]. Zonotopes are the Minkowski
… because optimal zonotopes can be easily formed, and the actual zonotope does not need to …

… a zonotope (see [4, 12, 20 and 21] for basic facts on zonotopes). We consider zonotopes that
… with columns τi (i =1,...,k) and real numbers ai we consider the zonotope Z in Rd given by …