Symmetry in Diamond Theory:
Robbing Peter to Pay Paul
"Groups arise in most areas of pure and applied mathematics, usually as a set of operators or transformations of some structure. The appearance of a group generally reflects some kind of symmetry in the object under study, and such symmetry may be considered one of the fundamental notions of mathematics."
— Peter Webb
"Counter-change is sometimes known as Robbing Peter to Pay Paul."
— Helen Kelley Patchwork
For a look at the Soviet approach
to counterchange symmetry, see
The Kishinev School of Discrete Geometry.
The larger cultural context:
See War of Ideas (Oct. 24),
The Hunt for Red October (Oct. 25),
On the Left (Oct. 25), and
ART WARS for Trotsky's Birthday (Oct. 26).