Inicio > Matemáticas y ciencia > Matemáticas > Geometría > Computing Voronoi Diagram of Higher Order Geometric Objects
Computing Voronoi Diagram of Higher Order Geometric Objects

Computing Voronoi Diagram of Higher Order Geometric Objects

Manoj Kumar M.

36,81 €
IVA incluido
Consulta disponibilidad
Editorial:
Draft2Digital
Año de edición:
2024
Materia
Geometría
ISBN:
9781835800904
Añadir a favoritos

Voronoi diagrams, named after the Russian mathematician Georgy Feodosievych Voronoy, are geometric structures that have been extensively studied in Computational Geometry. A Voronoi diagram can be constructed for a set of geometric objects called sites. The geometric objects can be points, lines, circles, curves, surfaces, spheres, etc. A Voronoi diagram divides the space into regions called Voronoi cells such that there is a Voronoi cell corresponding to each object in the input set. A Voronoi cell is a set of points closer to the corresponding object than any other object in the input set. Applications of the Voronoi diagram can be seen in various fields of science and engineering. Voronoi diagram is used in the motion planning and collision avoidance for robotic motion. Candeloro used the Voronoi diagram of a point set in a 3D space to develop a path-planning system for Unmanned Underwater Vehicles (UUVs). In town planning, the Voronoi diagram can be used for the efficient allocation of resources. Image segmentation and feature extraction are other areas where properties of the Voronoi diagram are utilized. similar applications can be seen in disease research and diagnosis. Voronoi diagram of a set of circles is used for sensor deployment where the radius of a circle represents the range of a sensor. It is also used in cable packing of electric wires to find the enclosing circle with a minimum radius.

Artículos relacionados

  • Explaining Black Hole Jets and the Sun's Sunspots
    Chin Tham
    I was curious about black holes and the jets and searched for information. This is my version of how black holes creates jets and it is the same mechanism that produces sunspots on the Sun. The jets are powered by the rotation and that energizes the magnetic forces of the black hole and of the Sun. I provide simple calculations for these forces. It is not based on theories but ...
  • Differential Geometrical Theory of Statistics
    This Special Issue "Differential Geometrical Theory of Statistics" collates selected invited and contributed talks presented during the conference GSI'15 on "Geometric Science of Information" which was held at the Ecole Polytechnique, Paris-Saclay Campus, France, in October 2015 (Conference web site: http://www.see.asso.fr/gsi2015). ...
    Disponible

    100,70 €

  • Explaining Black Hole Jets and the Sun's Sunspots
    Chin Tham
    I was curious about black holes and the jets and searched for information. This is my version of how black holes creates jets and it is the same mechanism that produces sunspots on the Sun. The jets are powered by the rotation and that energizes the magnetic forces of the black hole and of the Sun. I provide simple calculations for these forces. It is not based on theories but ...
  • Física 1
    HUGO MEDINA GUZMAN
    El contenido de temas de la Física General que son desarrollados en este texto se ajusta al programa de estudios de la PUCP. El desarrollo de cada tema incluye ejemplos bienseleccionados que son desarrollados con un detalle muy esmerado. Al final de cada capítulose incluye un conjunto de preguntas y problemas propuestos; se incluye las respuestas.Algunos problemas plantean conf...
    Disponible

    17,16 €

  • METHODS IN FIELD THEORY (B/H)
    J ZINN-JUSTIN R BALIAN
    This book is one of the most important reference books in Field Theory with permanent value. To enable wider access by students, researchers and libraries of developing countries, this valuable volume has been reprinted and is sold at a much lower price than before. ...
    Disponible

    61,95 €

  • HYDRODYNAMIC SCALES OF INTEGRABLE MANY-BODY SYSTEMS
    HERBERT SPOHN
    This book provides a broad introduction to integrable systems with many degrees of freedom. Within a much larger orbit, discussed are models such as the classical Toda lattice, Calogero fluid, and Ablowitz-Ladik discretized nonlinear Schrödinger equation. On the quantum mechanical side, featured are the Lieb-Liniger delta-Bose gas and the quantum Toda lattice. As a genuinely no...
    Disponible

    120,06 €