Search

Search results for

We found 4 results for you
  1. Optimal ball and horoball packings generated by 3-dimensional simply truncated Coxeter orthoschemes with parallel faces

    Optimal ball and horoball packings generated by 3-dimensional simply truncated Coxeter orthoschemes with parallel faces

    Item type: Journal Article • Journal: Quaestiones Mathematicae • Authors: Jenő Szirmai --- Budapest University of Technology and Economics, Institute of Mathematics, Hungary Arnasli Yahya --- Budapest University of Technology and Economics, Institute of Mathematics, Hungary
    In this paper, we consider the ball and horoball packings belonging to 3-dimensional Coxeter tilings that are derived by simply truncated orthoschemes with parallel faces. The goal of this paper is to determine the optimal ball and horoball packing arrangements...
  2. The diversity of epigeal insects after the application of the brush packing restoration method following bush-encroachment control in South Africa

    The diversity of epigeal insects after the application of the brush packing restoration method following bush-encroachment control in South Africa

    Item type: Journal Article • Journal: African Journal of Range & Forage Science • Authors: A Marquart --- North-West University, South Africa OB Sikwane --- North-West University, South Africa K Kellner --- North-West University, South Africa
    Evidently, bush encroachment caused by factors, such as overgrazing, results in a change in savanna ecosystems. This shift in vegetation structure can affect many factors, including insect fauna. Epigeal arthropods occupy smaller habitat patches and therefore respond to the effects...
  3. On uniquely packable trees

    On uniquely packable trees

    Item type: Journal Article • Journal: Quaestiones Mathematicae • Authors: A. Alochukwu --- Albany State University, USA M. Dorfling --- University of Johannesburg, South Africa E. Jonck --- University of the Witwatersrand, South Africa
    An i-packing in a graph G is a set of vertices that are pairwise at distance more than i. A packing colouring of G is a partition X = {X 1, X 2, . . . , X k...
  4. Distance dominator packing coloring of type II

    Distance dominator packing coloring of type II

    Item type: Journal Article • Journal: Quaestiones Mathematicae • Authors: Jasmina Ferme --- University of Maribor, Slovenia Daša Mesarič Štesl --- University of Ljubljana, Slovenia
    In 2021, we introduced one type of the generalization of dominator coloring via packing coloring and distance domination. In this paper, we present a second type of such generalization, namely distance dominator packing coloring of type II, defined as follows...