Etymologie, Etimología, Étymologie, Etimologia, Etymology, (griech.) etymología, (lat.) etymologia, (esper.) etimologio
US Vereinigte Staaten von Amerika, Estados Unidos de América, États-Unis d'Amérique, Stati Uniti d'America, United States of America, (esper.) Unuigintaj Statoj de Ameriko
Geometrie, Geometría, Géométrie, Geometria, Geometry, (esper.) geometrio
Algebraische Geometrie, Geometría algebraica, Géométrie algébrique, Geometria algebrica, Algebraic geometry
Analytische Geometrie, Geometría analítica, Géométrie analytique, Geometria analitica, Analytic geometry
Digitale Geometrie (Diskrete Geometrie), , Géométrie discrète, Geometria digitale, Digital geometry
Differentialgeometrie (Differenzialgeometrie), Geometría diferencial, Géométrie différentielle, Geometria differenziale, Differential geometry

A

about.com
Geometry Terms
Etymology of Geometry Terms

(E?)(L?) http://ancienthistory.about.com/od/mathematics/a/061210EtymologyGeometryTerms.htm
A few geometric terms with their Greek and Latin roots and meanings.
A Few Latin-based Terms from Geometry A Few Greek -based Terms from Geometry

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C

calc101
Geometry Animations

(E?)(L?) http://www.calc101.com/animations/index.html

Triangles and Circles Curves Polyhedra Vertex Truncation Edge Truncation Still Pictures


Erstellt: 2011-10

D

E

F

G

georgehart.com
Virtual Polyhedra
The Encyclopedia of Polyhedra

(E?)(L?) http://www.georgehart.com/virtual-polyhedra/vp.html

Table of Contents

Each of these top level sections contains some background information, a list of virtual reality models, and links to further topics. Try reading the background sections in the order listed here, being sure to work on the exercises.


(E?)(L?) http://www.georgehart.com/virtual-polyhedra/articles.html

List of Articles The following basic articles are available so far: The following are exercise solutions. You shouldn't go to them without first thinking about the exercise:


(E?)(L?) http://www.georgehart.com/virtual-polyhedra/alphabetic-list.html

List of VRML Polyhedra Models

This page will eventually be a full alphabetic index of all the virtual reality models I have constructed. At present, this list is way out of date. However, your browser may be able to generate the full current list automatically if you click here and wait a few seconds.


(E?)(L?) http://www.georgehart.com/virtual-polyhedra/glossary.html

Glossary

This page pertains to the parts and properties of polyhedra. Most of the entries have links to more detailed discussions.

The naming of individual polyhedra is discussed on its own separate page.


Erstellt: 2013-12

H

I

J

K

Knolling (W3)

Engl. "Knolling" ist eine Organisationsform in der Einzelteile exakt parallel oder im rechten Winkel zueinander angeordnet werden.

Benannt wurde sie nach der US-Designfirma "Knoll". Aber erst der dort angestellte Hausmeister brachte die Designer auf ihr Markenzeichen. Andrew Kromelow ordnete seine Werkzeuge auf allen möglichen Oberflächen im rechten Winkel an. Dies inspirierte den Künstler Tom Sachs und er kreiierte dafür den Spruch "Always be Knolling".

(E?)(L?) http://knolling.org/

Knolling is the process of arranging like objects in parallel or 90 degree angles as a method of organization.


(E1)(L1) http://books.google.com/ngrams/graph?corpus=0&content=Knolling
Abfrage im Google-Corpus mit 15Mio. eingescannter Bücher von 1500 bis heute.

Engl. "Knolling" taucht in der Literatur um das Jahr 1770 auf.

Erstellt: 2014-04

L

M

N

O

One-dimensional
Two-dimensional (W3)

(E?)(L?) http://www.wsu.edu/~brians/errors/one.html

Once upon a time most folks knew that "three-dimensional" characters or ideas were rounded, fleshed out, and complex and "two-dimensional" ones were flat and uninteresting. It seems that the knowledge of basic geometry has declined in recent years, because today we hear uninteresting characters and ideas described as "one-dimensional". According to Euclid, no object can be one-dimensional (of course, according to modern physics, even two-dimensionality is only an abstract concept). If you are still bothered by the notion that two dimensions are one too many, just use "flat".


P

Q

R

S

T

tumblr.com
Things fitting perfectly into Things

Dinge die genau ineinander passen.

(E?)(L?) http://thingsfittingperfectlyintothings.tumblr.com/

"Seeing totally unrelated objects perfectly nestle inside of each other provides a certain kind of peace in an otherwise chaotic world."


Erstellt: 2014-04

tumblr.com
Things organized neatly

Ordnung ist das halbe Leben

(E?)(L?) http://thingsorganizedneatly.tumblr.com/


Erstellt: 2014-04

U

V

visualtrig
Triangles, Circles, Angles, Polygons

(E?)(L?) http://www.visualtrig.com/

Polygons


Erstellt: 2012-01

W

wolfram.com
Polyhedron

(E?)(L?) http://mathworld.wolfram.com/Polyhedron.html

polyhedron


Erstellt: 2013-12

wolframalpha
Geometry

(E?)(L1) http://www.wolframalpha.com/examples/Math.html

Geometry


Erstellt: 2011-10

wolfram
Mathematics-Dictionary
Geometry

(E?)(L?) http://mathworld.wolfram.com/


(E?)(L?) http://mathworld.wolfram.com/letters/


(E?)(L?) http://mathworld.wolfram.com/Geometry.html


(E?)(L?) http://mathworld.wolfram.com/topics/Geometry.html

Geometry



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Y

Z