Mechanical engineering is a field in which mechanisms (assemblies of parts) are designed
and manufactured. This mechanism is born from a customer need and this last specifies …

… When v1 = v2 = ··· = vn = 2, tight bounds (“zonotope bounds”) are attained by n line
segments in general position, see, eg [4]. One can easily formulate trivial upper bounds: …

… The well-known combinatorial structure oriented matroids of rank k + 1 are closely related
to arrangements of pseudo-hyperplanes in Rk [86, 342], and zonotopes in Rd correspond to …

In a bounded-error context, reliable set-inversion algorithms such as SIVIA provide guaranteed
estimates of the set of all the parameters deemed compatible with the selected model …

… As the zonoid ̂Z(X) in (3) is a convex polytope, it is also called the lift zonotope. We define
… (2003) A scatter matrix estimate based on zonotope. The Annals of Statistics 31, 1439–1459 …

Concentration inequalities are estimates for the degree of approximation of functions on metric
probability spaces around their mean. It turns out that in many natural situations one can …

Many chemical engineering systems are described by differential equations. Their optimization
is often complicated by the presence of nonconvexities. A deterministic spatial branch …

For which finite subgroups G of SL(r,C), r \geq 4, are there crepant desingularizations of the
quotient space C^r/G? A complete answer to this question (also known as "Existence …

METHODS to compute space-vehicle collision probability have been developed and presented
in earlier publications. 1− 5 The contour integration method was developed to improve …

… T (r–1; k), belonging to the interior of k sr_1, is constructed as the image under an appropriate
integral affine transformation of the join of the origin 0€ R" with the facets of the zonotope …