Radial spacing distributions from planar point sets
Acta Crystallographica Section A: Foundations and Advances, 2014•journals.iucr.org
This paper explores the radial projection method for locally finite planar point sets and
provides numerical examples for different types of order. The main question is whether the
method is suitable to analyse order in a quantitative way. The findings indicate that the
answer is affirmative. In this context, local visibility conditions are also studied for certain
types of aperiodic point sets.
provides numerical examples for different types of order. The main question is whether the
method is suitable to analyse order in a quantitative way. The findings indicate that the
answer is affirmative. In this context, local visibility conditions are also studied for certain
types of aperiodic point sets.
This paper explores the radial projection method for locally finite planar point sets and provides numerical examples for different types of order. The main question is whether the method is suitable to analyse order in a quantitative way. The findings indicate that the answer is affirmative. In this context, local visibility conditions are also studied for certain types of aperiodic point sets.
International Union of Crystallography