Halfspace Range Search: An Algorithmic Application of k-Sets.
Independent Collections of Translates of Boxes and a Conjecture due to Grünbaum.
Interior Points of the Convex Hull of Few Points in ...
Invertible Relations on Polytopes.
Irregularities of Point Distributions Relative to Homothetic Convex Bodies I.
Isonemality and mononemality of woven fabrics
The paper studies the diagrams of woven fabrics consisting of white and black squares as geometrical objects and described their symmetries. The concepts of isonemality and mononemality due to B. Grünbaum and G. C. Shephard are used. A conjecture of these authors is proved in a particular case.
Konvexe Fünfecke in ebenen Punktmengen.
Les cinq métamorphoses des surfaces pavées
Maximization of distances of regular polygons on a circle
This paper presents the solution of a basic problem defined by J. Černý which solves a concrete everyday problem in railway and road transport (the problem of optimization of time-tables by some criteria).
Minimal fixing systems for convex bodies.
Minimax equalities by reconstruction of polytopes.
Minkowski sums of Cantor-type sets
The classical Steinhaus theorem on the Minkowski sum of the Cantor set is generalized to a large class of fractals determined by Hutchinson-type operators. Numerous examples illustrating the results obtained and an application to t-convex functions are presented.
More on k-Sets of Finite Sets in the Plane.
Note on a Conjecture of Sierksma.
On a problem about covering lines by squares.
On faces of a convex polyhedron in with a small number of sides.
On four-colourings of the rational four-space.
On the Complexity of Polyhedral Separability.
On the Exact Constant in the Quantitative Steinitz Theorem in the Plane.
On the General Motion-Planning Problem with Two Degrees of Freedom.