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coxeter 0.10.0 documentation

Getting Started

  • Introduction
  • Installation
  • Quickstart Tutorial
  • Examples
    • Checking if points lie in a shape
    • Measuring the distance to shape surfaces
    • Calculating inertia tensors of shapes
    • Computing and inspheres and circumspheres
    • Anisotropic Form Factors

API

  • Shapes Module
  • Families Module
  • Shape Getters

Pre-Defined Shapes

  • Platonic Solids
  • Archimedean Solids
    • A01 – A08
    • A09 – A13
  • Catalan Solids
    • C01 – C08
    • C09 – C13
  • Johnson Solids
    • J01 – J08
    • J09 – J16
    • J17 – J24
    • J25 – J32
    • J33 – J40
    • J41 – J48
    • J49 - J56
    • J57 – J64
    • J65 – J72
    • J73 – J80
    • J81 – J88
    • J89 – J92
  • Other Polyhedra
    • O01 – O08
    • O09 – O16
    • O17 – O22
  • Pyramids and Dipyramids

Reference

  • Index
  • Development Guide
  • Changelog
  • Credits
  • License
  • References
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Examples¶

While coxeter’s API is very easy to work with, it can be helpful to see some real demonstrations of how it can be used. Here we include some practical examples of using coxeter.

  • Checking if points lie in a shape
  • Measuring the distance to shape surfaces
  • Calculating inertia tensors of shapes
  • Computing and inspheres and circumspheres
  • Anisotropic Form Factors
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Checking if points lie in a shape
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Quickstart Tutorial

Development of coxeter is led by the Glotzer Group at the University of Michigan (initially supported by NSF DMR 1808342) with many external contributions.

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