The three known classes of convex polyhedron with equal edge lengths and polyhedral symmetry--tetrahedral, octahedral, and icosahedral--are the 5 Platonic polyhedra, the 13 Archimedean ...

Abstract: According to the dynamic stability of power train, the paper puts forward a new gain scheduling LPV robus H ∞ controller design method which allocates the close-loop poles to the satisfied ...

Abstract: Accurate quantification of uncertainty is a prerequisite for achieving reliable structural design. The convex polyhedron model, which considers correlations between variables, is a ...

The Greeks described two classes of convex equilateral polyhedron with polyhedral symmetry, the Platonic (including the tetrahedron, octahedron, and icosahedron) and the Archimedean (including the ...

This repository contains an implementation of the 3D Convex Hull algorithm. The 3D Convex Hull is a fundamental algorithm in computational geometry that computes the smallest convex polyhedron that ...

Adjacency properties of extreme points of a convex polyhedron are discussed. In mathematical programming we are quite often faced with problems of characterizing the ...

Techniques to quantify postural stability usually rely on the evaluation of only two variables, that is, two coordinates of COP. However, by using three variables, that is, three components of ...