Jean Constant - Symmetry
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Jean Constant - Symmetry
Symmetry is the exact reflection of a form on opposite sides of a dividing line or plane ( Wolfram) It is the result of applying a rigid motion to an object such that it looks the same.
The following is two examples from a 12 plates gallery on wallpaper and tiling symmetries available at hermay.org
![](https://www.imaginary.org/sites/default/files/styles/gallery-full/public/016-Symmetry%20in%20Physics2800.png?itok=R0bHm1Lh)
Symmetry in physics
In physics the symmetry concept extends beyond what is geometrically visible. Continuous symmetries preserve transformations.
1 = (a)(b)(c)(d)(e)
r = (abcde)
m = (a)(be)(cd)
Licence CC BY-NC-SA-3.0
![](https://www.imaginary.org/sites/default/files/styles/gallery-full/public/016-symmetry-2800.png?itok=BNOm9eo8)
Ribbon symmetry
In homage to Dr Eugene Starostin and Dr Gert van der Heijden who solved the endless ribbon mystery. The symmetry is represented by a diagram that look like the connected sum of the symbols and their mirror image.
Licence CC BY-NC-SA-3.0