… If θ<θ0 (the value for which L is a regular octahedron), then straightforward computations
show that the zonotope inscribed in L with maximal mean width is the square Q that is the …

In this chapter we fix a lattice $$\wedge\subset V$$ and a list X of vectors in $$\wedge$$
spanning V. We would like to give a streamlined presentation of some of the applications in this …

… zonotope extension, 298 inclusion, 298 …

During the course of prediction and estimation to the target in opto-electronic tracking system,
stochastic noises statistical character affects the precision badly. To solve this problem, set-…

… In [15], zonotopes are proposed to approximate state sets of interval observer and provide
a … Zonotopes have a potential to balance representation precision and computational …

This paper is devoted to set membership parameter estimation for non-linear complex-valued
models. In such a context, the error between the measured data and the output model is …

… the definition of the zonotope is transparent, and so is its structure (a projection of a unit
cube), but the number of its vertices might be huge, for example, an An-zonotope has n! vertices. …

This thesis is concerned with coamoebas of hypersurfaces, and their connection to integral
representations of A-hypergeometric functions. In the first part, we introduce the lopsidedness …

In this work, a model-based fault detection and isolation (FDI) is developed for proton exchange
membrane (PEM) fuel cell (FC) stack that is under feed-forward plus feedback control. …

We present a decomposition method for complexity reduction in reachability analysis and
controller synthesis based on a series of transformations. The decomposition is guaranteed to …