Digon (EntityTopic, 18)

From Hi.gher. Space

(Difference between revisions)
(polytope explorer integration)
(Added ditelon and dyad part.)
 
(2 intermediate revisions not shown)
Line 3: Line 3:
| image=<[#embed [hash 76ARJ0KWJPGETCCXSNWQ813V9M]]>
| image=<[#embed [hash 76ARJ0KWJPGETCCXSNWQ813V9M]]>
| dim=1
| dim=1
-
| elements=2
+
| elements=2 [[point]]s
| ssc=x
| ssc=x
| ssc2=M1
| ssc2=M1
Line 15: Line 15:
}}{{STS Bracketope
}}{{STS Bracketope
| index=1
| index=1
 +
| notation=I
}}{{STS Uniform polytope
}}{{STS Uniform polytope
| schlaefli={}
| schlaefli={}
 +
| dynkin=x
| vfigure=[[Point]]
| vfigure=[[Point]]
}}}}
}}}}
Line 22: Line 24:
If a digon is extruded into the second dimension, the resulting shape will be a [[square]].
If a digon is extruded into the second dimension, the resulting shape will be a [[square]].
 +
 +
A digon is also known as a ditelon and a dyad.
<[#polytope [id -2]]>
<[#polytope [id -2]]>

Latest revision as of 22:22, 17 January 2018

A digon, also known as a line segment and sometimes incorrectly referred to as a line, is the only shape possible in the first dimension. A digon has no depth or width, only length.

If a digon is extruded into the second dimension, the resulting shape will be a square.

A digon is also known as a ditelon and a dyad.

Incidence matrix

Dual: Self-dual

#TXIDVaTypeName
0 Va= point ;
1 Ea2= digon ;


Hypercubes
pointdigonsquarecubegeochorongeoterongeopeton


0. 0
Point
1. 1
Digon
2. 2
Circle
List of tapertopes


0. Empty string
Point
1. I
Digon
2. [II]
Square
List of bracketopes