July 2013
Intermediate to advanced
282 pages
6h 28m
English
There are more kinds of symmetry than just mirrors. For example, look at the folloiwng figure, which shows multiple symmetries on a hexagon. A hexagon has two different kinds of mirror symmetries. But going beyond the mirror symmetry, it also has rotational symmetry: if you rotate a hexagon by 60 degrees, it’s indistinguishable from the hexagon before rotation.

All sorts of transformations can be described by groups as long as there’s some way in which the transformation can be performed ...
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