Coloring Intersection Points of Line Segments

Document
Document
    Item Description
    Linked Agent
    Date Created
    2022
    Abstract
    We study the minimum number of colors with which the intersection points of a set of line segments can be colored so that no segment contains points with the same color. Through a combination of graph theoretical, geometric, and computational approaches, we obtain novel results about the minimum required number of colors for such a coloring for different arrangements of segments. This work has potential applications in various fields, including scheduling, resource allocation, and pattern matching.
    Genre
    Resource Type
    Place Published
    Slippery Rock, (Pa.)
    Language
    Extent
    63 pages
    Subject
    State System Era
    Institution