This article presents a robust model predictive control (MPC) for piecewise constant reference
tracking based on a constrained linear model and a terminal constraint defined from the …

… To define X T , we must first introduce a geometric object called a zonotope. A zonotope Z is
a … Although CORA chooses the exact number of generators to use for each zonotope, we set …

This paper proposes an interval estimation method for discrete-time linear systems by designing
robust reduced-order observer with reachability analysis. First, the discrete-time linear …

We prove a homological mirror symmetry equivalence between the $ A $-brane category of
the pair of pants, computed as a wrapped microlocal sheaf category, and the $ B $-brane …

… A lattice zonotope is defined as the Minkowski sum of finitely many line segments in R N ,
whose vertices lie in Z N . The following statement can be deduced from Theorem 1.3 (see § 5)…

This paper investigates the problem of interval estimation for cyber-physical systems subject
to stealthy deception attacks. The cyber-physical system is supposed to be compromised by …

… To handle the cases where nx > 4, we use zonotopes to under-approximate the polytopic …
In fact, the intersection of two zonotopes is not necessarily a zonotope. However, we can find a …

… Here we propose a zonotope-based solution, which features an excellent ability to measure
those unknown but bounded uncertainties. Actually, estimation errors of the robust observer …

… zonotope ZZ is a special case of convex polytope, where upper and lower bounds are given
by vectors a, b of length k and V is a matrix of size k × lz and rank lz. A zonotope … a zonotope …

… almost periodic (by using the same module zonotopes as for fn), so is 1M f by Remark 5.2(c). …
we see that the orbit of f+ belongs to the same neighborhood of the same module zonotope …