Horst Martini Luis Montejano Déborah Oliveros An Introduction to Convex Geometry with
Applications Page 1 Bodies of Constant Width Horst Martini Luis Montejano Déborah Oliveros An …

The geometry of finite-dimensional normed spaces (= Minkowski geometry) is a research
topic which is related to many other fields, such as convex geometry, discrete and …

Historically, machinery with wheels and tires has dominated the agricultural machinery
market, despite the rapidly growing popularity of rubber tracks. However, notwithstanding …

The theory of classical types of curves in normed planes is not strongly developed. In
particular, the knowledge on existing concepts of curvatures of planar curves is widespread …

In this paper the definition of Zindler-type hypersurfaces is introduced in R 4 as a
generalization of planar Zindler curves. After recalling some properties of planar Zindler …

In this paper we study properties of the area evolute (AE) and the center symmetry set (CSS)
of a convex planar curve γ γ. The main tool is to define a Minkowski plane where γ γ …

In this paper Zindler curves are studied in elliptic and hyperbolic planes. In some cases,
these curves are associated to self-parallel curves through a double-traced closed curve …

Hedgehogs are the geometrical objects that describe the Minkowski differences (ie, formal
differences) of arbitrary convex bodies in $\mathbb {R}^{n+ 1} $. This book aims to …

In this paper we use the Apollonius definition of conics to generate algebraic curves in the
Minkowski space-time plane M 2, which turn out to be different from classical conic sections …

Given a normed plane PP, we call P P-cycloids the planar curves which are homothetic to
their double P P-evolutes. It turns out that the radius of curvature and the support function of …