Deriving Formulas for Pretty 3D Polygons

Tom Verhoeff

Deriving Formulas for Pretty 3D Polygons

Software Engineering and Technology

Research output: Non-textual form › Web publication/site › Academic

Abstract

This notebook demonstrates how to derive formulas and find exact solutions for some of the pretty 3D polygons designed by Koos Verhoeff in the 1990s. It serves as supplementary material for the article “Pretty 3D Polygons: Explorations and Proofs” by Melissa van Veenendaal and Tom Verhoeff, which was presented at the Bridges Conference about Mathematics & Arts in 2021.

Original language	English
Publisher	Wolfram Notebook Archive
Media of output	Online
Publication status	Published - Aug 2021

Keywords

Mathematics
3D Geometry
Symmetry
Turtle Geometry

Access to Document

https://www.notebookarchive.org/deriving-formulas-for-pretty-3d-polygons--2021-08-7dhhwzg/Licence: CC BY-NC-SA

Cite this

@misc{47d945a4815948019d6bc8b5b85cab2f,

title = "Deriving Formulas for Pretty 3D Polygons",

abstract = "This notebook demonstrates how to derive formulas and find exact solutions for some of the pretty 3D polygons designed by Koos Verhoeff in the 1990s. It serves as supplementary material for the article “Pretty 3D Polygons: Explorations and Proofs” by Melissa van Veenendaal and Tom Verhoeff, which was presented at the Bridges Conference about Mathematics & Arts in 2021.",

keywords = "Mathematics, 3D Geometry, Symmetry, Turtle Geometry",

author = "Tom Verhoeff",

year = "2021",

month = aug,

language = "English",

publisher = "Wolfram Notebook Archive",

}

TY - ADVS

T1 - Deriving Formulas for Pretty 3D Polygons

AU - Verhoeff, Tom

PY - 2021/8

Y1 - 2021/8

N2 - This notebook demonstrates how to derive formulas and find exact solutions for some of the pretty 3D polygons designed by Koos Verhoeff in the 1990s. It serves as supplementary material for the article “Pretty 3D Polygons: Explorations and Proofs” by Melissa van Veenendaal and Tom Verhoeff, which was presented at the Bridges Conference about Mathematics & Arts in 2021.

AB - This notebook demonstrates how to derive formulas and find exact solutions for some of the pretty 3D polygons designed by Koos Verhoeff in the 1990s. It serves as supplementary material for the article “Pretty 3D Polygons: Explorations and Proofs” by Melissa van Veenendaal and Tom Verhoeff, which was presented at the Bridges Conference about Mathematics & Arts in 2021.

KW - Mathematics

KW - 3D Geometry

KW - Symmetry

KW - Turtle Geometry

M3 - Web publication/site

PB - Wolfram Notebook Archive

ER -

Deriving Formulas for Pretty 3D Polygons

Abstract

Keywords

Access to Document

Fingerprint

Cite this