Insulin therapy in type 1 diabetes aims to mimic the pattern of endogenous insulin secretion
found in healthy subjects. Glucose–insulin models are widely used in the development of …

… of affine forms is a zonotope, a center-symmetric polytope. This zonotope can be thought of
as … When some of the variables are correlated, the zonotope sits inside the box representing …

A Parsons–Lee approach for the isotropic–nematic transition and equation of state (EoS) of
oblate hard spherocylinders is presented. The expansion of the orientation distribution …

The goal of this technical note is to design interval observers for a class of nonlinear
continuous-time systems. The first part of this work shows that it is usually possible to design an …

In this article we want to present a meeting ground between rather different mathematical
topics from numerical analysis to index theory and symplectic geometry. The unifying idea is …

The focus of this thesis revolves around the linear variant of an advanced control technique
known as model predictive control (MPC). MPC is a discrete-time, model based, optimal …

… To be more precise, there is a order-reversing correspondence between the face poset of
the Coxeter arrangement and the dual zonotope, known as the W-Permutahedron. Under this …

We study numerically the Markovian flip dynamics in 3D rhombus tilings, a paradigmatic
model of quasicrystals. Whereas in 2D, the dynamic is well discribed by a coarsegrained …

… a zonotope and that linear optimization over every zonotope is … of the line L and the zonotope
Z whose last coordinate value … Consider a hyperplane that supports the zonotope Z from …

… However, polyhedral, zonotopes and parallelotopes need a lot of computations for large
dimensions of the state space when compared to ellipsoids [10]. Ellipsoidal approximations are …